Sencor SEC 190 SCIENTIFIC School calculator

Product's Documents

Below are documents related to this product, you can read online or download:
SEC 190 SCIENTIFIC photo

Manual /multilingual/

This is the main product document for model SEC 190 SCIENTIFIC. Additionally, the document applies to other Sencor models: 16311

The file format is pdf, 136 pages, you can download this manual here .

background
SEC 190
6FLHQWL¿FFDOFXODWRU
9ČGHFNiNDONXODþND
9HGHFNiNDONXODþND
7XGRPiQ\RVV]iPROyJpS
.DONXODWRUQDXNRZ\
background
EN - 1
&RQWHQWV
6DPSOH2SHUDWLRQV .......................................................................................... 2
,QLWLDOL]LQJWKH&DOFXODWRU ................................................................................ 2
6DIHW\3UHFDXWLRQV .......................................................................................... 2
+DQGOLQJ3UHFDXWLRQV ...................................................................................... 2
7XUQLQJ3RZHU2QDQG2ႇ .............................................................................. 3
$GMXVWLQJ'LVSOD\&RQWUDVW ............................................................................ 3
.H\0DUNLQJV ................................................................................................... 3
5HDGLQJWKH'LVSOD\ ........................................................................................ 4
8VLQJ0HQXV .................................................................................................... 5
6SHFLI\LQJWKH&DOFXODWLRQ0RGH ................................................................... 5
&RQ¿JXULQJWKH&DOFXODWRU6HWXS .................................................................. 5
,QSXWWLQJ([SUHVVLRQVDQG9DOXHV ................................................................. 7
7RJJOLQJ&DOFXODWLRQ5HVXOWV ......................................................................... 9
%DVLF&DOFXODWLRQV......................................................................................... 10
3ULPH)DFWRUL]DWLRQ ....................................................................................... 13
)XQFWLRQ&DOFXODWLRQV ................................................................................... 14
6WDWLVWLFDO&DOFXODWLRQV67$7 ..................................................................... 17
&UHDWLQJD1XPEHU7DEOHIURPD)XQFWLRQ7$%/( ................................... 20
&DOFXODWLRQ5DQJHV1XPEHURI'LJLWVDQG3UHFLVLRQ ............................... 21
(UURUV .............................................................................................................. 22
%HIRUH$VVXPLQJ0DOIXQFWLRQRIWKH&DOFXODWRU........................................ 24
5HSODFLQJWKH%DWWHU\.................................................................................... 25
6SHFL¿FDWLRQV ................................................................................................ 25
)UHTXHQWO\$VNHG4XHVWLRQV ........................................................................ 25
background
EN - 2
6DPSOH2SHUDWLRQV
Sample operations in this manual are indicated by a icon. Unless
VSHFL¿FDOO\VWDWHGDOOVDPSOHRSHUDWLRQVDVVXPHWKDWWKHFDOFXODWRULVLQLWV
initial default setup. Use the procedure under “Initializing the Calculator” to
return the calculator to its initial default setup.
For information about the   DQG marks that are shown
LQWKHVDPSOHRSHUDWLRQVVHH³&RQ¿JXULQJWKH&DOFXODWRU6HWXS´
,QLWLDOL]LQJWKH&DOFXODWRU
Perform the following procedure when you want to initialize the calculator and
return the calculation mode and setup to their initial default settings. Note that
this operation also clears all data currently in calculator memory.
(CLR) (All) (Yes)
6DIHW\3UHFDXWLRQV
%DWWHU\
Keep batteries out of the reach of small children.
 8VHRQO\WKHW\SHRIEDWWHU\VSHFL¿HGIRUWKLVFDOFXODWRULQWKLV
manual.
+DQGOLQJ3UHFDXWLRQV
 (YHQ,IWKHFDOFXODWRU,VRSHUDWLQJQRUPDOO\UHSODFHWKHEDWWHU\DW
OHDVWRQFHHYHU\WKUHH\HDUV/5$0RUWZR\HDUV580
$GHDGEDWWHU\FDQOHDNFDXVLQJGDPDJHWRDQGPDOIXQFWLRQRIWKH
calculator. Never leave a dead battery in the calculator. Do not try using the
calculator while the battery is completely dead.
 7KHEDWWHU\WKDWFRPHVZLWKWKHFDOFXODWRUGLVFKDUJHVVOLJKWO\GXULQJ
VKLSPHQWDQGVWRUDJH%HFDXVHRIWKLV,WPD\UHTXLUHUHSODFHPHQW
VRRQHUWKDQWKHQRUPDOH[SHFWHGEDWWHU\OLIH
 $YRLGXVHDQGVWRUDJHRIWKHFDOFXODWRULQDUHDVVXEMHFWHGWR
WHPSHUDWXUHH[WUHPHVDQGODUJHDPRXQWVRIKXPLGLW\DQGGXVW
 'RQRWVXEMHFWWKHFDOFXODWRUWRH[FHVVLYH,PSDFWSUHVVXUHRU
EHQGLQJ
 1HYHUWU\WRWDNHWKHFDOFXODWRUDSDUW
 :KHQHYHUGLVFDUGLQJWKHFDOFXODWRURUEDWWHULHVEHVXUHWRGRVRLQ
DFFRUGDQFHZLWKWKHODZVDQGUHJXODWLRQVLQ\RXUSDUWLFXODUDUHD
background
EN - 3
7XUQLQJ3RZHU2QDQG2ႇ
Press to turn on the calculator.
Press 2))WRWXUQRႇWKHFDOFXODWRU
$XWR3RZHU2ႇ
<RXUFDOFXODWRUZLOOWXUQRႇDXWRPDWLFDOO\LI\RXGRQRWSHUIRUPDQ\RSHUDWLRQ
IRUDERXWPLQXWHV,IWKLVKDSSHQVSUHVVWKH key to turn the calculator
back on.
$GMXVWLQJ'LVSOD\&RQWUDVW
Display the CONTRAST screen by performing the following key operation:
(SETUP) Ż&217Ź1H[WXVH and to adjust contrast.
$IWHUWKHVHWWLQJLVWKHZD\\RXZDQWSUHVV .
,PSRUWDQW,IDGMXVWLQJGLVSOD\FRQWUDVWGRHVQRWLPSURYHGLVSOD\UHDGDELOLW\LW
probably means that battery power is low. Replace the battery.
.H\0DUNLQJV
Pressing the or key followed by a second
key performs the alternate function of the second
NH\7KHDOWHUQDWHIXQFWLRQLVLQGLFDWHGE\WKHWH[W
printed above the key.
7KHIROORZLQJVKRZVZKDWWKHGLႇHUHQWFRORUVRI
WKHDOWHUQDWHIXQFWLRQNH\WH[WPHDQ
$OWHUQDWHIXQFWLRQ
.H\FDSIXQFWLRQ
,INH\PDUNLQJWH[W,V
WKLVFRORU
,WPHDQVWKLV
Yellow
Press
and then the key to access the
applicable function.
Red
Press
and then the key to input the
DSSOLFDEOHYDULDEOHFRQVWDQWRUV\PERO
background
EN - 4
5HDGLQJWKH'LVSOD\
7KHGLVSOD\RIWKHFDOFXODWRUVKRZVH[SUHVVLRQV\RXLQSXWFDOFXODWLRQUHVXOWV
and various indicators.
,QSXWH[SUHVVLRQ
,QGLFDWRUV
&DOFXODWLRQUHVXOW
 ,IDŹLQGLFDWRUDSSHDUVRQWKHULJKWVLGHRIWKHFDOFXODWLRQUHVXOWLWPHDQV
the displayed calculation result continues to the right. Use
and to
scroll the calculation result display.
• If a ÒLQGLFDWRUDSSHDUVRQWKHULJKWVLGHRIWKHLQSXWH[SUHVVLRQLWPHDQV
the displayed calculation continues to the right. Use and to scroll the
LQSXWH[SUHVVLRQGLVSOD\1RWHWKDWLI\RXZDQWWRVFUROOWKHLQSXWH[SUHVVLRQ
ZKLOHERWKWKHŹDQGÒLQGLFDWRUVDUHGLVSOD\HG\RXZLOOQHHGWRSUHVV
¿UVWDQGWKHQXVH and to scroll.
'LVSOD\,QGLFDWRUV
7KLV
LQGLFDWRU
0HDQVWKLV
S
The keypad has been shifted by pressing the
key. The
keypad will unshift and this indicator will disappear when you
press a key.
A
The alpha input mode has been entered by pressing the
NH\7KHDOSKDLQSXWPRGHZLOOEHH[LWHGDQGWKLVLQGLFDWRUZLOO
disappear when you press a key.
0 There is a value stored in independent memory.
672
The calculator is standing by for input of a variable name to
assign a value to the variable. This indicator appears after you
press
(STO).
5&/
The calculator is standing by for input of a variable name to recall
the variable’s value. This indicator appears after you press
.
STAT The calculator is in the STAT Mode.
D
The default angle unit is degrees.
R
The default angle unit is radians.
G
The default angle unit is grads.
),; $¿[HGQXPEHURIGHFLPDOSODFHVLVLQHႇHFW
SCI $¿[HGQXPEHURIVLJQL¿FDQWGLJLWVLVLQHႇHFW
0DWK Natural Display is selected as the display format.
źŸ
Calculation history memory data is available and can be
UHSOD\HGRUWKHUHLVPRUHGDWDDERYHEHORZWKHFXUUHQWVFUHHQ
'LVS
The display currently shows an intermediate result of a multi-
statement calculation.
,PSRUWDQW)RUVRPHW\SHRIFDOFXODWLRQWKDWWDNHVDORQJWLPHWRH[HFXWH
the display may show only the above indicators (without any value) while it
performs the calculation internally.
background
EN - 5
8VLQJ0HQXV
Some of the calculator’s operations are performed using menus. Pressing
or IRUH[DPSOHZLOOGLVSOD\DPHQXRIDSSOLFDEOHIXQFWLRQV
The following are the operations you should use to navigate between menus.
You can select a menu item by pressing the number key that corresponds
to the number to its left on the menu screen.
 7KHźLQGLFDWRULQWKHXSSHUULJKWFRUQHURIDPHQXPHDQVWKHUHLVDQRWKHU
PHQXEHORZWKHFXUUHQWRQH7KHŸLQGLFDWRUPHDQVDQRWKHUPHQXDERYH
Use
and to switch between menus.
 7RFORVHDPHQXZLWKRXWVHOHFWLQJDQ\WKLQJSUHVV .
6SHFLI\LQJWKH&DOFXODWLRQ0RGH
:KHQ\RXZDQWWRSHUIRUPWKLVW\SHRIRSHU
DWLRQ
3HUIRUPWKLVNH\
RSHUDWLRQ
General calculations
(COMP)
Statistical and regression calculations
(STAT)
Generation of a number table based on an
H[SUHVVLRQ
(TABLE)
1RWHThe initial default calculation mode is the COMP Mode.
&RQ¿JXULQJWKH&DOFXODWRU6HWXS
First perform the following key operation to display the setup menu:
6(7831H[WXVH and DQGWKHQXPEHUNH\VWRFRQ¿JXUHWKHVHWWLQJV
you want.
Underlined (____) settings are initial defaults.
0WK,2 /LQHO26SHFL¿HVWKHGLVSOD\IRUPDW
1DWXUDO'LVSOD\0WK,2FDXVHVIUDFWLRQV
LUUDWLRQDOQXPEHUVDQGRWKHUH[SUHVVLRQVWREH
displayed as they are written on paper.
0WK,2Selects MathO or LineO. MathO displays input and calculation results
using the same format as they are written on paper. LineO displays input the
VDPHZD\DV0DWK2EXWFDOFXODWLRQUHVXOWVDUHGLVSOD\HGLQOLQHDUIRUPDW
/LQHDU'LVSOD\/LQHO2causes fractions and
RWKHUH[SUHVVLRQVWREHGLVSOD\HGLQDVLQJOHOLQH
1RWH• The calculator switches to Linear Display automatically whenever you
HQWHUWKH67$70RGH,QWKLVPDQXDOWKH V\PEROQH[WWRDVDPSOH
RSHUDWLRQLQGLFDWHV1DWXUDO'LVSOD\0DWK2ZKLOHWKH symbol indicates
Linear Display.
background
EN - 6
'HJ 5DG *UD6SHFL¿HVGHJUHHVUDGLDQVRUJUDGVDVWKHDQJOHXQLW
for value input and calculation result display.
1RWH,QWKLVPDQXDOWKH V\PEROQH[WWRDVDPSOHRSHUDWLRQLQGLFDWHV
GHJUHHVZKLOHWKH symbol indicates radians.
)L[ Sci 1RUP6SHFL¿HVWKHQXPEHURIGLJLWVIRUGLVSOD\RI
a calculation result.
)L[ The value you specify (from 0 to 9) controls the number of decimal places
IRUGLVSOD\HGFDOFXODWLRQUHVXOWV&DOFXODWLRQUHVXOWVDUHURXQGHGRႇWRWKH
VSHFL¿HGGLJLWEHIRUHEHLQJGLVSOD\HG
([DPSOH
·  )L[
 )L[
Sci7KHYDOXH\RXVSHFLI\IURPWRFRQWUROVWKHQXPEHURIVLJQL¿FDQW
GLJLWVIRUGLVSOD\HGFDOFXODWLRQUHVXOWV&DOFXODWLRQUHVXOWVDUHURXQGHGRႇWRWKH
VSHFL¿HGGLJLWEHIRUHEHLQJGLVSOD\HG
([DPSOH 1 ÷ 7 = 1.4286 × 10
-1
(Sci 5)
1.429 × 10
-1
(Sci 4)
1RUPSelecting one of the two available settings (1RUP1RUP
GHWHUPLQHVWKHUDQJHLQZKLFKUHVXOWVZLOOEHGLVSOD\HGLQQRQH[SRQHQWLDO
IRUPDW2XWVLGHWKHVSHFL¿HGUDQJHUHVXOWVDUHGLVSOD\HGXVLQJH[SRQHQWLDO
format.
Norm 1:10
-2
!_[__x| 10
10
Norm 2:10
-9
!_[__[_ 10
10
([DPSOH 1 ÷ 200 = 5 × 10
-3
(Norm 1)
0.005 (Norm 2)
DEF GF6SHFL¿HVHLWKHUPL[HGIUDFWLRQDEFRULPSURSHU
IUDFWLRQGFIRUGLVSOD\RIIUDFWLRQVLQFDOFXODWLRQUHVXOWV
STAT 21; 2))
6SHFL¿HVZKHWKHURUQRWWRGLVSOD\D)5(4IUHTXHQF\FROXPQLQWKH67$7
Mode Stat Editor.
'LVS 'RW; &RPPD
6SHFL¿HVZKHWKHUWRGLVSOD\DGRWRUDFRPPDIRUWKHFDOFXODWLRQUHVXOWGHFLPDO
point. A dot is always displayed during input.
1RWH:KHQGRWLVVHOHFWHGDVWKHGHFLPDOSRLQWWKHVHSDUDWRUIRUPXOWLSOH
UHVXOWVLVDFRPPD:KHQFRPPDLVVHOHFWHGWKHVHSDUDWRULVDVHPLFRORQ
Ż&217Ź
Adjusts display contrast. See “Adjusting Display Contrast” for details.
,QLWLDOL]LQJ&DOFXODWRU6HWWLQJV
3HUIRUPWKHIROORZLQJSURFHGXUHWRLQLWLDOL]HWKHFDOFXODWRUZKLFKUHWXUQVWKH
FDOFXODWLRQPRGHWR&203DQGUHWXUQVDOORWKHUVHWWLQJVLQFOXGLQJVHWXSPHQX
VHWWLQJVWRWKHLULQLWLDOGHIDXOWV
(CLR) (Setup) (Yes)
background
EN - 7
,QSXWWLQJ([SUHVVLRQVDQG9DOXHV
%DVLF,QSXW5XOHV
Calculations can be input in the same form as they are written. When you
press WKHSULRULW\VHTXHQFHRIWKHLQSXWFDOFXODWLRQZLOOEHHYDOXDWHG
automatically and the result will appear on the display.
4 × sin30 × (30 + 10 × 3) = 120
*
1
,QSXWRIWKHFORVLQJSDUHQWKHVLVLVUHTXLUHGIRUVLQVLQKDQGRWKHUIXQFWLRQV
that include parentheses.
*
2
These multiplication symbols (×) can be omitted. A multiplication symbol
FDQEHRPLWWHGZKHQLWRFFXUVLPPHGLDWHO\EHIRUHDQRSHQLQJSDUHQWKHVLV
LPPHGLDWHO\EHIRUHVLQRURWKHUIXQFWLRQWKDWLQFOXGHVSDUHQWKHVHV
LPPHGLDWHO\EHIRUHWKH5DQUDQGRPQXPEHUIXQFWLRQRULPPHGLDWHO\
EHIRUHDYDULDEOH$%&'()0;<ʌ or .
*
3
The closing parenthesis immediately before the operation can be
omitted.
,QSXWH[DPSOHRPLWWLQJ *
2
and *
3
RSHUDWLRQVLQWKHDERYHH[DPSOH
4
30 30 10 3
1RWH,IWKHFDOFXODWLRQEHFRPHVORQJHUWKDQWKHVFUHHQZLGWKGXULQJLQSXW
WKHVFUHHQZLOOVFUROODXWRPDWLFDOO\WRWKHULJKWDQGWKHŻLQGLFDWRUZLOODSSHDU
RQWKHGLVSOD\:KHQWKLVKDSSHQV\RXFDQVFUROOEDFNWRWKHOHIWE\XVLQJ
and WRPRYHWKHFXUVRU:KHQ/LQHDU'LVSOD\LVVHOHFWHGSUHVVLQJ will
FDXVHWKHFXUVRUWRMXPSWRWKHEHJLQQLQJRIWKHFDOFXODWLRQZKLOH will jump
WRWKHHQG:KHQ1DWXUDO'LVSOD\LVVHOHFWHGSUHVVLQJ while the cursor is
DWWKHHQGRIWKHLQSXWFDOFXODWLRQZLOOFDXVHLWWRMXPSWRWKHEHJLQQLQJZKLOH
pressing while the cursor is at the beginning will cause it to jump to the
HQG<RXFDQLQSXWXSWRE\WHVIRUDFDOFXODWLRQ(DFKQXPHUDOV\PERORU
IXQFWLRQQRUPDOO\XVHVRQHE\WH6RPHIXQFWLRQVUHTXLUHWKUHHWRE\WHV
The cursor will change shape to ý when there are 10 bytes or less of allowed
LQSXWUHPDLQLQJ,IWKLVKDSSHQVHQGFDOFXODWLRQLQSXWDQGWKHQSUHVV .
&DOFXODWLRQ3ULRULW\6HTXHQFH
7KHSULRULW\VHTXHQFHRILQSXWFDOFXODWLRQVLVHYDOXDWHGLQDFFRUGDQFHZLWKWKH
UXOHVEHORZ:KHQWKHSULRULW\RIWZRH[SUHVVLRQVLVWKHVDPHWKHFDOFXODWLRQLV
performed from left to right.
1st 3DUHQWKHWLFDOH[SUHVVLRQV
2nd
)XQFWLRQVWKDWUHTXLUHDQDUJXPHQWWRWKHULJKWDQGDFORVLQJ
parenthesis “)” following the argument.
3rd
Functions that come after the input value (x
2
x
3
x
-1
x¶´
r

g
SRZHUV URRWV )
4th Fractions
background
EN - 8
5th
1HJDWLYHVLJQ௅
1RWH:KHQVTXDULQJDQHJDWLYHYDOXHVXFKDVWKHYDOXH
EHLQJVTXDUHGPXVWEHHQFORVHGLQSDUHQWKHVHV
2
). Since x
2
KDVDKLJKHUSULRULW\WKDQWKHQHJDWLYHVLJQ
inputting
2 ZRXOGUHVXOWLQWKHVTXDULQJRIDQG
then appending a negative sign to the result. Always keep
WKHSULRULW\VHTXHQFHLQPLQGDQGHQFORVHQHJDWLYHYDOXHVLQ
SDUHQWKHVHVZKHQUHTXLUHG
6th STAT Mode estimated values (
,   )
7th Multiplication where the multiplication sign is omitted
8th Permutation (nPrFRPELQDWLRQnCr)
9th 0XOWLSOLFDWLRQGLYLVLRQ
×

÷
)
10th $GGLWLRQVXEWUDFWLRQ
,QSXWWLQJZLWK1DWXUDO'LVSOD\
Selecting Natural Display makes it possible to input and display fractions and
FHUWDLQIXQFWLRQVORJx
2
x
3
    x
-1
,  , Abs) just as they are
ZULWWHQLQ\RXUWH[WERRN
2 2 1 2
,PSRUWDQW&HUWDLQW\SHVRIH[SUHVVLRQVFDQFDXVHWKHKHLJKWRIDFDOFXODWLRQ
IRUPXODWREHJUHDWHUWKDQRQHGLVSOD\OLQH7KHPD[LPXPDOORZDEOHKHLJKW
of a calculation formula is two display screens (31 dots × 2). Further input
will become impossible if the height of the calculation you are inputting
H[FHHGVWKHDOORZDEOHOLPLW1HVWLQJRIIXQFWLRQVDQGSDUHQWKHVHVLVDOORZHG
)XUWKHULQSXWZLOOEHFRPHLPSRVVLEOHLI\RXQHVWWRRPDQ\IXQFWLRQVDQGRU
SDUHQWKHVHV,IWKLVKDSSHQVGLYLGHWKHFDOFXODWLRQLQWRPXOWLSOHSDUWVDQG
calculate each part separately.
1RWHWhen you press DQGREWDLQDFDOFXODWLRQUHVXOWXVLQJ1DWXUDO'LVSOD\
SDUWRIWKHH[SUHVVLRQ\RXLQSXWPD\EHFXWRႇ,I\RXQHHGWRYLHZWKHHQWLUHLQSXW
H[SUHVVLRQDJDLQSUHVV and then use and WRVFUROOWKHLQSXWH[SUHVVLRQ
8VLQJ9DOXHVDQG([SUHVVLRQVDV$UJXPHQWV
1DWXUDO'LVSOD\RQO\
$YDOXHRUDQH[SUHVVLRQWKDW\RXKDYHDOUHDG\LQSXWFDQEHXVHGDVWKH
argument of a function. After you have input
IRUH[DPSOH\RXFDQPDNH
it the argument of
UHVXOWLQJLQ .
To input 1 + and then change it to 1 +
1 7 6
(INS)
background
EN - 9
$VVKRZQDERYHWKHYDOXHRUH[SUHVVLRQWRWKHULJKWRIWKHFXUVRUDIWHU
,16DUHSUHVVHGEHFRPHVWKHDUJXPHQWRIWKHIXQFWLRQWKDWLVVSHFL¿HGQH[W
7KHUDQJHHQFRPSDVVHGDVWKHDUJXPHQWLVHYHU\WKLQJXSWRWKH¿UVWRSHQ
SDUHQWKHVLVWRWKHULJKWLIWKHUHLVRQHRUHYHU\WKLQJXSWRWKH¿UVWIXQFWLRQWR
WKHULJKWVLQORJHWF
This capability can be used with the following functions:   ( )
( ) (    (  .
2YHUZULWH,QSXW0RGH/LQHDU'LVSOD\RQO\
<RXFDQVHOHFWHLWKHULQVHUWRURYHUZULWHDVWKHLQSXWPRGHEXWRQO\ZKLOH
/LQHDU'LVSOD\LVVHOHFWHG,QWKHRYHUZULWHPRGHWH[W\RXLQSXWUHSODFHVWKH
WH[WDWWKHFXUUHQWFXUVRUORFDWLRQ<RXFDQWRJJOHEHWZHHQWKHLQVHUWDQG
overwrite modes by performing the operations:
(INS). The cursor
appears as “
” in the insert mode and as “ ” in the overwrite mode.
1RWH1DWXUDO'LVSOD\DOZD\VXVHVWKHLQVHUWPRGHVRFKDQJLQJGLVSOD\IRUPDW
from Linear Display to Natural Display will automatically switch to the insert mode.
&RUUHFWLQJDQG&OHDULQJDQ([SUHVVLRQ
7RGHOHWHDVLQJOHFKDUDFWHURUIXQFWLRQMove the cursor so it is directly to
WKHULJKWRIWKHFKDUDFWHURUIXQFWLRQ\RXZDQWWRGHOHWHDQGWKHQSUHVV .
,QWKHRYHUZULWHPRGHPRYHWKHFXUVRUVRLWLVGLUHFWO\XQGHUWKHFKDUDFWHURU
IXQFWLRQ\RXZDQWWRGHOHWHDQGWKHQSUHVV .
7RLQVHUWDFKDUDFWHURUIXQFWLRQLQWRDFDOFXODWLRQUse and to
move the cursor to the location where you want to insert the character or
function and then input it. Be sure always to use the insert mode if Linear
Display is selected.
7RFOHDUDOORIWKHFDOFXODWLRQ\RXDUHLQSXWWLQJPress .
7RJJOLQJ&DOFXODWLRQ5HVXOW
:KLOH1DWXUDO'LVSOD\LVVHOHFWHGHDFKSUHVVRI will toggle the currently
GLVSOD\HGFDOFXODWLRQUHVXOWEHWZHHQLWVIUDFWLRQIRUPDQGGHFLPDOIRUPLWVr
IRUPDQGGHFLPDOIRUPRULWV form and decimal form.
ʌ ÷ 6 = ʌ = 0.5235987756
(ʌ) 6 ʌ 0.5235987756
( + 2) × = + 2 = 5.913591358
2 2 3 + 2 5.913591358
:KLOH/LQHDU'LVSOD\LVVHOHFWHGHDFKSUHVVRI will toggle the currently
displayed calculation result between its decimal form and fraction form.
1 ÷ 5 = 0.2 =
1 5 0.2 1 5
1 - = = 0.2
1 4 5 1 5 0.2
background
EN - 10
,PSRUWDQW Depending on the type of calculation result that is on the display
when you press the NH\WKHFRQYHUVLRQSURFHVVPD\WDNHVRPHWLPHWR
SHUIRUP:LWKFHUWDLQFDOFXODWLRQUHVXOWVSUHVVLQJWKH key will not convert
WKHGLVSOD\HGYDOXH<RXFDQQRWVZLWFKIURPGHFLPDOIRUPWRPL[HGIUDFWLRQ
IRUPLIWKHWRWDOQXPEHURIGLJLWVXVHGLQWKHPL[HGIUDFWLRQLQFOXGLQJLQWHJHU
QXPHUDWRUGHQRPLQDWRUDQGVHSDUDWRUV\PEROVLVJUHDWHUWKDQ
1RWH:LWK1DWXUDO'LVSOD\0DWK2SUHVVLQJ instead of after
inputting a calculation will display the calculation result in decimal form.
Pressing after that will switch to the fraction form or ʌ form of the calculation
result. The form of the result will not appear in this case.
%DVLF&DOFXODWLRQV
)UDFWLRQ&DOFXODWLRQV
1RWHWKDWWKHLQSXWPHWKRGIRUIUDFWLRQVLVGLႇHUHQWGHSHQGLQJXSRQZKHWKHU
you are using Natural Display or Linear Display.
+ = 2 3 1 2
or 2 3 1 2
2 3 1 2 7 6
4 - 3 = 4 ( ) 3 1 2
4 3 1 2 1 2
1RWH0L[LQJIUDFWLRQVDQGGHFLPDOYDOXHVLQDFDOFXODWLRQZKLOH/LQHDU'LVSOD\
is selected will cause the result to be displayed as a decimal value. • Fractions in
calculation results are displayed after being reduced to their lowest terms.
7RVZLWFKDFDOFXODWLRQUHVXOWEHWZHHQ,PSURSHUIUDFWLRQDQGPL[HG
IUDFWLRQIRUPPerform the following key operation:
(a )
7RVZLWFKDFDOFXODWLRQUHVXOWEHWZHHQIUDFWLRQDQGGHFLPDOIRUP
Press ).
3HUFHQW&DOFXODWLRQV
Inputting a value and pressing FDXVHVWKH,QSXWYDOXHWREHFRPH
a percent.
î 
150

30
&DOFXODWHZKDWSHUFHQWDJHRILV
660
880 
75
,QFUHDVHE\
2500
2500 15 
2875
'LVFRXQWE\
3500
3500 25 
2625
background
EN - 11
'HJUHH0LQXWH6HFRQG6H[DJHVLPDO&DOFXODWLRQV
3HUIRUPLQJDQDGGLWLRQRUVXEWUDFWLRQRSHUDWLRQEHWZHHQVH[DJHVLPDOYDOXHVRU
DPXOWLSOLFDWLRQRUGLYLVLRQRSHUDWLRQEHWZHHQDVH[DJHVLPDOYDOXHDQGDGHFLPDO
YDOXHZLOOFDXVHWKHUHVXOWWREHGLVSOD\HGDVDVH[DJHVLPDOYDOXH<RXDOVRFDQ
FRQYHUWEHWZHHQVH[DJHVLPDODQGGHFLPDO7KHIROORZLQJLVWKHLQSXWIRUPDWIRU
DVH[DJHVLPDOYDOXH^GHJUHHV` ^PLQXWHV` ^VHFRQGV` .
1RWH<RXPXVWDOZD\VLQSXWVRPHWKLQJIRUWKHGHJUHHVDQGPLQXWHVHYHQLI
they are zero.
ƍƎƍƎ ƍƎ
2
20 30 0 39 30 ƍƎ
&RQYHUWƍ´WRLWVGHFLPDOHTXLYDOHQW
2
15 18 ƍƎ
&RQYHUWVVH[DJHVLPDOWRGHFLPDO 2.255
&RQYHUWVGHFLPDOWRVH[DJHVLPDO ƍƎ
0XOWL6WDWHPHQWV
<RXFDQXVHWKHFRORQFKDUDFWHUWRFRQQHFWWZRRUPRUHH[SUHVVLRQVDQG
H[HFXWHWKHPLQVHTXHQFHIURPOHIWWRULJKWZKHQ\RXSUHVV
.
3 + 3 : 3 × 3 3 3 (:) 3 3 6
9
8VLQJ(QJLQHHULQJ1RWDWLRQ
A simple key operation transforms a displayed value to engineering notation.
7UDQVIRUPWKHYDOXHWRHQJLQHHULQJQRWDWLRQVKLIWLQJWKHGHFLPDO
point to the right.
1234
1234
1.234×10
3
1.234×10
0
7UDQVIRUPWKHYDOXHWRHQJLQHHULQJQRWDWLRQVKLIWLQJWKHGHFLPDOSRLQW
to the left.
123 123
ĸ 0.123×10
3
ĸ 0.000123×10
6
&DOFXODWLRQ+LVWRU\
,QWKH&2030RGHWKHFDOFXODWRUUHPHPEHUVXSWRDSSUR[LPDWHO\E\WHV
of data for the newest calculation. You can scroll through calculation history
contents using and .
1 + 1 = 2 1 1 2
2 + 2 = 4 2
2 4
3 + 3 = 6 3
3 6
background
EN - 12
(Scrolls back.) 4
(Scrolls back again.)
2
1RWHCalculation history data is all cleared whenever you press
ZKHQ\RX
FKDQJHWRDGLႇHUHQWFDOFXODWLRQPRGHZKHQ\RXFKDQJHWKHGLVSOD\IRUPDWRU
whenever you perform any reset operation.
5HSOD\
:KLOHDFDOFXODWLRQUHVXOWLVRQWKHGLVSOD\\RXFDQSUHVV or to edit the
H[SUHVVLRQ\RXXVHGIRUWKHSUHYLRXVFDOFXODWLRQ
4 × 3 + 2.5 = 14.5 4 3 2.5 14.5
4 × 3 - 7.1 = 4.9 (Continuing) 7.1 4.9
1RWH,I\RXZDQWWRHGLWDFDOFXODWLRQZKHQWKHŹLQGLFDWRULVRQWKHULJKWVLGH
RIDFDOFXODWLRQUHVXOWGLVSOD\VHH³5HDGLQJWKH'LVSOD\´SUHVV and then
use and to scroll the calculation.
$QVZHU0HPRU\$QV
The last calculation result obtained is stored in Ans (answer) memory. Ans
memory contents are updated whenever a new calculation result is displayed.
To divide the result of 3 × 4 by 30
3 4
(Continuing) 30
123 + 456 = 579 123 456
789 - 579 = 210
(Continuing) 789
9DULDEOHV$%&'();<
<RXUFDOFXODWRUKDVHLJKWSUHVHWYDULDEOHVQDPHG$%&'();DQG<<RX
can assign values to variables and also use the variables in calculations.
To assign the result of 3 + 5 to variable A
3 5 (STO) (A) 8
To multiply the contents of variable A by 10
(Continuing) (A) 10 80
To recall the contents of variable A (Continuing) (A) 8
To clear the contents of variable A 0 (STO) (A) 0
background
EN - 13
,QGHSHQGHQW0HPRU\0
You can add calculation results to or subtract results from independent
memory. The “M” appears on the display when there is any value other than
zero stored in independent memory.
To clear the contents of M 0 (STO) (M) 0
To add the result of 10 × 5 to M (Continuing) 10 5 50
To subtract the result of 10 + 5 from M
(Continuing) 10 5 (M-) 15
To recall the contents of M (Continuing) (M) 35
1RWHVariable M is used for independent memory.
&OHDULQJWKH&RQWHQWVRI$OO0HPRULHV
$QVPHPRU\LQGHSHQGHQWPHPRU\DQGYDULDEOHFRQWHQWVDUHUHWDLQHGHYHQLI
you press FKDQJHWKHFDOFXODWLRQPRGHRUWXUQRႇWKHFDOFXODWRU3HUIRUP
the following procedure when you want to clear the contents of all memories.
(CLR) (Memory) (Yes)
3ULPH)DFWRUL]DWLRQ
,QWKH&2030RGH\RXFDQIDFWRUDSRVLWLYHLQWHJHUXSWRGLJLWVLQWRSULPH
factors up to three digits.
To perform prime factorization on 1014
1014
(FACT)
When you perform prime factorization on a value that includes a factor that is
SULPHQXPEHUZLWKPRUHWKDQWKUHHGLJLWVWKHSDUWWKDWFDQQRWEHIDFWRUHGZLOO
be enclosed in parentheses on the display.
To perform prime factorization on 4104676 (= 2
2
[
2
)
(FACT)
$Q\RQHRIWKHIROORZLQJRSHUDWLRQVZLOOH[LWSULPHIDFWRUL]DWLRQUHVXOWGLVSOD\
• Pressing (FACT) or .
Pressing any of the following keys: or .
 8VLQJWKHVHWXSPHQXWRFKDQJHWKHDQJOHXQLWVHWWLQJ'HJ5DG*UDRU
WKHGLVSOD\GLJLWVVHWWLQJ)L[6FL1RUP
1RWH<RXZLOOQRWEHDEOHWRH[HFXWHSULPHIDFWRUL]DWLRQZKLOHDGHFLPDO
YDOXHIUDFWLRQRUQHJDWLYHYDOXHFDOFXODWLRQUHVXOWLVGLVSOD\HG7U\LQJWRGRVR
ZLOOFDXVHDPDWKHUURU0DWK(5525<RXZLOOQRWEHDEOHWRH[HFXWHSULPH
IDFWRUL]DWLRQZKLOHWKHUHVXOWRIDFDOFXODWLRQWKDWXVHV3RO5HFLVGLVSOD\HG
background
EN - 14
)XQFWLRQ&DOFXODWLRQV
)RUDFWXDORSHUDWLRQVXVLQJHDFKIXQFWLRQVHHWKH³([DPSOHV´VHFWLRQIROORZLQJ
the list below.
ʌʌLVGLVSOD\HGDVEXWʌ = 3.14159265358980 is used for
internal calculations.
: LVGLVSOD\HGDVEXW = 2.71828182845904 is used for
internal calculations.
VLQFRVWDQVLQ

FRV

WDQ

: Trigonometric functions. Specify the angle unit
before performing calculations. See
.
VLQKFRVKWDQKVLQK

FRVK

WDQK

Hyperbolic functions. Input a function
from the menu that appears when you press
. The angle unit setting does
QRWDႇHFWFDOFXODWLRQV6HH
.
°
UJ
7KHVHIXQFWLRQVVSHFLI\WKHDQJOHXQLWVSHFL¿HVGHJUHHV
r
UDGLDQVDQG
g
grads. Input a function from the menu that appears when you perform the
following key operation:
'5*Ź6HH .
 ([SRQHQWLDOIXQFWLRQV1RWHWKDWWKHLQSXWPHWKRGLVGLႇHUHQWGHSHQGLQJ
upon whether you are using Natural Display or Linear Display. See
.
ORJ Logarithmic function. Use the
key to input log
a
b as log (ab). Base 10
is the default setting if you do not input anything for a. The
key also can be
XVHGIRULQSXWEXWRQO\ZKLOH1DWXUDO'LVSOD\LVVHOHFWHG,QWKLVFDVH\RXPXVW
input a value for the base. See
.
,Q Natural logarithm to base e. See
.
2

3
    

3RZHUVSRZHUURRWVDQGUHFLSURFDOV1RWHWKDWWKH
input methods for
  and DUHGLႇHUHQWGHSHQGLQJXSRQZKHWKHU
you are using Natural Display or Linear Display. See
.
1RWH7KHIROORZLQJIXQFWLRQVFDQQRWEHLQSXWLQFRQVHFXWLYHVHTXHQFHx
2
x
3


1
. If you input 2 IRUH[DPSOHWKH¿QDO will be ignored. To input
LQSXW SUHVVWKH NH\DQGWKHQSUHVV ( )
3RO5HF3ROFRQYHUWVUHFWDQJXODUFRRUGLQDWHVWRSRODUFRRUGLQDWHVZKLOH5HF
converts polar coordinates to rectangular coordinates. See
.
5HFWDQJXODU
&RRUGLQDWHV5HF
3RODU
&RRUGLQDWHV3RO
Specify the angle unit before
performing calculations.
The calculation result for r and 6
and for x and y are each assigned
UHVSHFWLYHO\WRYDULDEOHV;DQG<
Calculation result ˥ is displayed in
WKHUDQJHRI˥ู
x!: Factorial function. See
.
$EV$EVROXWHYDOXHIXQFWLRQ1RWHWKDWWKHLQSXWPHWKRGLVGLႇHUHQWGHSHQGLQJ
upon whether you are using Natural Display or Linear Display. See
.
5DQ: Generates a 3-digit pseudo random number that is less than 1. The
result is displayed as a fraction when Natural Display is selected. See
.
5DQOQWFor input of the function of the form Ranlnt#(ab), which generates
a random integer within the range of a to b. See
.
background
EN - 15
n3r, nCr: Permutation (nPr) and combination (nCr) functions. See .
5QG: The argument of this function is made a decimal value and then rounded
LQDFFRUGDQFHZLWKWKHFXUUHQWQXPEHURIGLVSOD\GLJLWVVHWWLQJ1RUP)L[RU
6FL:LWK1RUPRU1RUPWKHDUJXPHQWLVURXQGHGRႇWRGLJLWV:LWK)L[
DQG6FLWKHDUJXPHQWLVURXQGHGRႇWRWKHVSHFL¿HGGLJLW:KHQ)L[LVWKH
GLVSOD\GLJLWVVHWWLQJIRUH[DPSOHWKHUHVXOWRI·LVGLVSOD\HGDV
while the calculator maintains a value of 3.33333333333333 (15 digits) internally
IRUFDOFXODWLRQ,QWKHFDVHRI5QG· ZLWK)L[ERWKWKHGLVSOD\HG
value and the calculator’s internal value become 3.333. Because of this a series
RIFDOFXODWLRQVZLOOSURGXFHGLႇHUHQWUHVXOWVGHSHQGLQJRQZKHWKHU5QGLVXVHG
(Rnd(10÷3) × 3 = 9.999) or not used (10 ÷ 3 × 3 = 10.000). See
.
1RWH8VLQJIXQFWLRQVFDQVORZGRZQDFDOFXODWLRQZKLFKPD\GHOD\GLVSOD\
RIWKHUHVXOW'RQRWSHUIRUPDQ\VXEVHTXHQWRSHUDWLRQZKLOHZDLWLQJIRUWKH
calculation result to appear. To interrupt an ongoing calculation before its result
appears press
.
([DPSOHV
VLQ  30 0.5
sin
-1
  (sin
-1
) 0.5 30
sinh 1 = 1.175201194 (sinh) 1 1.175201194
cosh
-1
1 = 0 (cosh
-1
) 1 0
ʌUDGLDQV JUDGV 
(ʌ) 2 '5*Ź (
r
) 90
50
'5*Ź (
g
) 45
To calculate ×WRWKUHHVLJQL¿FDQWGLJLWV6FL
(SETUP) (Sci)
( ) 5 2 2.97×10
2
( ) 5 2 2.97×10
2
log
10
1000 = log 1000 = 3 1000 3
log
2
16 = 4 2  4
2 16 4
To calculate In 90 (= WRWKUHHVLJQL¿FDQWGLJLWV6FL
(SETUP) (sci) 90 4.50×10
0
1.2 × 10
3
= 1200 1.2 10 3 1200
(1+1)
2+2
= 16 1 1 2 2 16
(5
2
)
3
= 15625 5 15625
= 2 ( ) 5 32 2
5 ( ) 32 2
background
EN - 16
To calculate × 3 (= 3 = 4.242640687...) to three decimal
SODFHV)L[
(SETUP) ),; 2 3 3
4.243
2 3 4.243
To convert rectangular coordinates (  ) to polar coordinates
(POL) 2  2 U ˥ 
(POL) 2  2 U 
˥ 
To convert polar coordinates (  to rectangular coordinates
(Rec) 2  ; < 
(5 + 3) ! = 40320 5 3 ; 40320
|2 - 7| × 2 = 10
2 7 2 10
2 7 2 10
To obtain three random three-digit integers
1000
(Ran#) 459
48
117
5HVXOWVVKRZQKHUHDUHIRULOOXVWUDWLYHSXUSRVHVRQO\$FWXDOUHVXOWVZLOOGLႇHU
To generate random integers in the range of 1 to 6
(RanInt) 1  2
6
1
5HVXOWVVKRZQKHUHDUHIRULOOXVWUDWLYHSXUSRVHVRQO\$FWXDOUHVXOWVZLOOGLႇHU
To determine the number of permutations and combinations possible
when selecting four people from a group of 10
Permutations: 10
(nPr) 4 5040
Combinations: 10
(nCr) 4 210
7RSHUIRUPWKHIROORZLQJFDOFXODWLRQVZKHQ)L[LVVHOHFWHGIRUWKH
number of display digits: 10 ÷ 3 × 3 and Rnd(10 ÷ 3) × 3
(SETUP) )L[ 10 3 3 10.000
(Rnd) 10 3 3 9.999
background
EN - 17
6WDWLVWLFDO&DOFXODWLRQV67$7
7RVWDUWDVWDWLVWLFDOFDOFXODWLRQSHUIRUPWKHNH\RSHUDWLRQ (STAT) to
enter the STAT Mode and then use the screen that appears to select the type
of calculation you want to perform.
7RVHOHFWWKLVW\SHRIVWDWLVWLFDOFDOFXODWLRQ
(Regression formula shown in parentheses)
3UHVVWKLVNH\
6LQJOHYDULDEOH;
(1 -VAR)
3DLUHGYDULDEOH;<OLQHDUUHJUHVVLRQy = A + B
)
$%;
3DLUHGYDULDEOH;<TXDGUDWLFUHJUHVVLRQ
(y = A + B
+ C
2
)
B&;
2
)
3DLUHGYDULDEOH;<ORJDULWKPLFUHJUHVVLRQ
(y = A + Bln
)
OQ;
3DLUHGYDULDEOH;<
H[SRQHQWLDOUHJUHVVLRQ
(y = )
( )
3DLUHGYDULDEOH;<abH[SRQHQWLDOUHJUHVVLRQ
(y = AB
x
)
$%A;
3DLUHGYDULDEOH;<SRZHUUHJUHVVLRQy = A
B
)
$;A%
3DLUHGYDULDEOH;<LQYHUVHUHJUHVVLRQ
(y $%
)
;
Pressing any of the above keys (
to ) displays the Stat Editor.
1RWHWhen you want to change the calculation type after entering the STAT
0RGHSHUIRUPWKHNH\RSHUDWLRQ (STAT) (Type) to display the
calculation type selection screen.
,QSXWWLQJ'DWD
Use the Stat Editor to input data. Perform the following key operation to display
the Stat Editor: (STAT) (Data).
7KH6WDW(GLWRUSURYLGHVURZVIRUGDWDLQSXWZKHQWKHUHLVDQ;FROXPQRQO\
URZVZKHQWKHUHDUH;DQG)5(4FROXPQVRU;DQG<FROXPQVRUURZV
ZKHQWKHUHDUH;<DQG)5(4FROXPQV
1RWH8VHWKH)5(4IUHTXHQF\FROXPQWRLQSXWWKHTXDQWLW\IUHTXHQF\RI
LGHQWLFDOGDWDLWHPV'LVSOD\RIWKH)5(4FROXPQFDQEHWXUQHGRQGLVSOD\HG
RURႇQRWGLVSOD\HGXVLQJWKH6WDW)RUPDWVHWWLQJRQWKHVHWXSPHQX
7RVHOHFWOLQHDUUHJUHVVLRQDQGLQSXWWKHIROORZLQJGDWD

(STAT) $%;
170 173 179
66 68 75
background
EN - 18
,PSRUWDQWAll data currently input in the Stat Editor is deleted whenever you
H[LWWKH67$70RGHVZLWFKEHWZHHQWKHVLQJOHYDULDEOHDQGDSDLUHGYDULDEOH
VWDWLVWLFDOFDOFXODWLRQW\SHRUFKDQJHWKH6WDW)RUPDWVHWWLQJRQWKHVHWXS
menu. • The following operations are not supported by the Stat Editor: 
0 6723RO5HFDQGPXOWLVWDWHPHQWVDOVRFDQQRWEHLQSXW
with the Stat Editor.
7RFKDQJHWKHGDWDLQDFHOO,QWKH6WDW(GLWRUPRYHWKHFXUVRUWRWKHFHOOWKDW
FRQWDLQVWKHGDWD\RXZDQWWRFKDQJHLQSXWWKHQHZGDWDDQGWKHQSUHVV .
7RGHOHWHDOLQH,QWKH6WDW(GLWRUPRYHWKHFXUVRUWRWKHOLQHWKDW\RXZDQWWR
delete and then press .
7RLQVHUWDOLQH,QWKH6WDW(GLWRUPRYHWKHFXUVRUWRWKHORFDWLRQZKHUH\RX
want to insert the line and then perform the following key operation:
(STAT) (Edit) (Ins).
7RGHOHWHDOO6WDW(GLWRUFRQWHQWV,QWKH6WDW(GLWRUSHUIRUPWKHIROORZLQJ
key operation: (STAT) (Edit) (Del-A).
2EWDLQLQJ6WDWLVWLFDO9DOXHVIURP,QSXW'DWD
7RREWDLQVWDWLVWLFDOYDOXHVSUHVV while in the Stat Editor and then recall the
statistical variable (ı[Ȉ[
2
HWF\RXZDQW6XSSRUWHGVWDWLVWLFDOYDULDEOHVDQG
the keys you should press to recall them are shown below. For single-variable
VWDWLVWLFDOFDOFXODWLRQVWKHYDULDEOHVPDUNHGZLWKDQDVWHULVNDUHDYDLODEOH
6XPː
2
ː ː
2
ː ː ː
3
ː
2
ː
4
(STAT) (Sum) to
1XPEHURI,WHPVn*0HDQ ٦3RSXODWLRQ6WDQGDUG'HYLDWLRQ˰ *˰y,
6DPSOH6WDQGDUG'HYLDWLRQS 6
(STAT) (Var) to
0LQLPXP9DOXHPLQ;PLQ<0D[LPXP9DOXHPD[;PD[<
(STAT) 0LQ0D[ to
(When the single-variable statistical calculation is selected)
(STAT) 0LQ0D[ to (When a paired-variable statistical
calculation is selected)
5HJUHVVLRQ&RHႈFLHQWV$%&RUUHODWLRQ&RHႈFLHQWr, (VWLPDWHG
9DOXHV
(STAT) (Reg) to
5HJUHVVLRQ&RHႈFLHQWVIRU4XDGUDWLF5HJUHVVLRQ$%&(VWLPDWHG
9DOXHV 
(STAT) (Reg) to
See the table at the beginning of this section of the manual for the
regression formulas.
  DQG are not variables. They are commands of the type that take
an argument immediately before them. See “Calculating Estimated Values”
for more information.
To input the single-variable data x ^`XVLQJWKH
)5(4FROXPQWRVSHFLI\WKHQXPEHURIUHSHDWVIRUHDFKLWHPV^ n;
IUHTn` ^`DQGFDOFXODWHWKHPHDQDQGSRSXODWLRQ
standard deviation.
(SETUP) (STAT) (ON)
background
EN - 19
(STAT) (1-VAR)
1 2 3 4 5
1 2 3 2
(STAT) (Var) ( )
(STAT) (Var) (xın)
5HVXOWVMean: 3 Population Standard Deviation: 1.154700538
To calculate the linear regression and logarithmic regression correlation
FRHႈFLHQWVIRUWKHIROORZLQJSDLUHGYDULDEOHGDWDDQGGHWHUPLQHWKH
regression formula for the strongest correlation: (xy) =
6SHFLI\)L[WKUHHGHFLPDOSODFHVIRU
results.
(SETUP) (STAT) (OFF)
(SETUP) )L[
(STAT) $%;
20 110 200 290
3150 7310 8800 9310
(STAT) (Reg) (r)
(STAT) (Type) OQ;
(STAT) (Reg) (r)
(STAT) (Reg) (A)
(STAT) (Reg) (B)
5HVXOWV /LQHDU5HJUHVVLRQ&RUUHODWLRQ&RHႈFLHQW
/RJDULWKPLF5HJUHVVLRQ&RUUHODWLRQ&RHႈFLHQW
Logarithmic Regression Formula: = -3857.984 + 2357.532ln
&DOFXODWLQJ(VWLPDWHG9DOXHV
Based on the regression formula obtained by paired-variable statistical
FDOFXODWLRQWKHHVWLPDWHGYDOXHRIy can be calculated for a given x-value.
The corresponding xYDOXHWZRYDOXHV
1
and
2
,LQWKHFDVHRITXDGUDWLF
regression) also can be calculated for a value of in the regression formula.
To determine the estimate value for y when x = 160 in the regression
formula produced by logarithmic regression of the data in . Specify
)L[IRUWKHUHVXOW3HUIRUPWKHIROORZLQJRSHUDWLRQDIWHUFRPSOHWLQJWKH
operations in .)
160 (STAT) (Reg) ( )
5HVXOW 8106.898
,PSRUWDQW5HJUHVVLRQFRHႈFLHQWFRUUHODWLRQFRHႈFLHQWDQGHVWLPDWHGYDOXH
calculations can take considerable time when there are a large number of data
items.
background
EN - 20
&UHDWLQJD1XPEHU7DEOHIURP
D)XQFWLRQ7$%/(
TABLE generates a number table for x and using an input f(x) function.
Perform the following steps to generate a number table.
1. Enter the TABLE Mode.
press
2. Input a function in the format XVLQJWKH;YDULDEOH
%HVXUHWRLQSXWWKH;YDULDEOH
;ZKHQJHQHUDWLQJDQXPEHU
WDEOH$Q\YDULDEOHRWKHUWKDQ;LVKDQGOHGDVDFRQVWDQW
Pol and Rec cannot be input in the function.
 ,QUHVSRQVHWRWKHSURPSWVWKDWDSSHDULQSXWWKHYDOXHV\RXZDQWWRXVH
pressing
after each one.
)RUWKLVSURPSW ,QSXWWKLV
Start? ,QSXWWKHORZHUOLPLWRI;'HIDXOW 
End? ,QSXWWKHXSSHUOLPLWRI;'HIDXOW 
1RWHMake sure that the End value is always greater
than the Start value.
Step? Input the increment step (Default = 1).
1RWH7KH6WHSVSHFL¿HVE\KRZPXFKWKH6WDUWYDOXH
VKRXOGEHVHTXHQWLDOO\LQFUHPHQWHGDVWKHQXPEHUWDEOH
LVJHQHUDWHG,I\RXVSHFLI\6WDUW DQG6WHS ;
VHTXHQWLDOO\ZLOOEHDVVLJQHGWKHYDOXHVDQG
so on to generate the number table until the End value
is reached.
Inputting the Step value and pressing
generates and displays the
QXPEHUWDEOHLQDFFRUGDQFHZLWKWKHSDUDPHWHUV\RXVSHFL¿HG
• Pressing while the number table screen is displayed will return to the
function input screen in step 2.
To generate a number table for the function =
2
+ for the range
-1 LQFUHPHQWHGLQVWHSVRI
(TABLE)
; 1 2
1 1 0.5
1RWH• You can use the number table screen for viewing values only. Table
contents cannot be edited. • The number table generation operation causes the
FRQWHQWVRIYDULDEOH;WREHFKDQJHG
,PSRUWDQWThe function you input for number table generation is deleted
whenever you display the setup menu in the TABLE Mode and switch between
Natural Display and Linear Display.
background
EN - 21
&DOFXODWLRQ5DQJHV1XPEHURI'LJLWV
DQG3UHFLVLRQ
7KHFDOFXODWLRQUDQJHQXPEHURIGLJLWVXVHGIRULQWHUQDOFDOFXODWLRQDQG
calculation precision depend on the type of calculation you are performing.
&DOFXODWLRQ5DQJHDQG3UHFLVLRQ
Calculation Range ±1 × 10
-99
to ±9.999999999 × 10
99
or 0
Number of Digits for
Internal Calculation
15 digits
Precision ,QJHQHUDODWWKHWKGLJLWIRUDVLQJOHFDOFXODWLRQ
3UHFLVLRQIRUH[SRQHQWLDOGLVSOD\LVDWWKHOHDVW
VLJQL¿FDQWGLJLW(UURUVDUHFXPXODWLYHLQWKHFDVHRI
consecutive calculations.
)XQFWLRQ&DOFXODWLRQ,QSXW5DQJHVDQG3UHFLVLRQ
)XQFWLRQV ,QSXW5DQJH
sin
DEG 0 | _î
9
RAD 0 | _
GRA 0 |
_î
10
cos
DEG 0 [ _î
9
RAD 0 | _
GRA 0 |
_î
10
tan
DEG Same as sin H[FHSWZKHQ_ | = (2 -1) × 90.
RAD Same as sin
H[FHSWZKHQ_ | = (2 -1) × ʌ/2.
GRA Same as sin
H[FHSWZKHQ_ | = (2 -1) × 100.
sin
-1
0 | | 1
cos
-1
tan
-1
0 | | 9.999999999 × 10
99
sinh
0 | | 230.2585092
cosh
sinh
-1
0 | | 4.999999999 × 10
99
cosh
-1
1 4.999999999 × 10
99
tanh
0 [ | 9.999999999 × 10
99
tanh
-1
0 [ | 9.999999999 × 10
-1
ORJ[OQ
 9.999999999 × 10
99
10
[
-9.999999999 × 10
99
99.99999999
-9.999999999 × 10
99
230.2585092
0 ู î
100
2
| _î
50
-1
| _î 10
100
; 0
| _î
100
background
EN - 22
!0 69 ( is an integer)
nPr
0 nî
10
 r n (n, r are integers)
1 ^nn-r`î
100
nCr
0 nî
10
 r n (n, r are integers)
1 nrî
100
or 1 nn-r)î
100
Pol(  )
|
__ | 9.999999999 × 10
99
9.999999999 × 10
99
Rec(rș)
0 ูrู 9.999999999 × 10
99
˥: Same as sin
ƍƎ
|a|, b, c < 1 × 10
100
; 0 b, c
The display seconds value is subject to an error of ±1 at the
second decimal place.
ĸ
ƍƎ
|
_î
100
Decimal 6H[DJHVLPDO&RQYHUVLRQV
ƍƎ | | ƍƎ
y
> 0: -1 × 10
100
 log 
= 0: > 0
 = , (  are integers)
However: -1 × 10
100
\ORJ_ _
y > 0: î
100
 ORJ\
y = 0: > 0
y
= 2  ( 0; m, n are integers)
However: -1 × 10
100
 log | _
a
b
/
c
7RWDORILQWHJHUQXPHUDWRUDQGGHQRPLQDWRUPXVWEH
digits or less (including division marks).
Ranlnt#(ab) a < b_a__b_î
10
; b - aî
10
Precision is basically the same as that described under “Calculation Range
DQG3UHFLVLRQ´DERYH
y
,   !, nPr, nCrW\SHIXQFWLRQVUHTXLUHFRQVHFXWLYHLQWHUQDO
FDOFXODWLRQZKLFKFDQFDXVHDFFXPXODWLRQRIHUURUVWKDWRFFXUZLWKHDFK
calculation.
Error is cumulative and tends to be large in the vicinity of
DIXQFWLRQ¶VVLQJXODUSRLQWDQGLQÀHFWLRQSRLQW
The range for calculation results that can be displayed in ʌ form when using
Natural Display is I O
6
1RWHKRZHYHUWKDWLQWHUQDOFDOFXODWLRQHUURU
can make it impossible to display some calculation results in ʌ form. It also
can cause calculation results that should be in decimal form to appear in n
form.
(UURUV
The calculator will display an error message whenever an error occurs for
DQ\UHDVRQGXULQJDFDOFXODWLRQ7KHUHDUHWZRZD\VWRH[LWDQHUURUPHVVDJH
display: Pressing or WRGLVSOD\WKHORFDWLRQRIWKHHUURURUSUHVVLQJ
to clear the message and calculation.
background
EN - 23
'LVSOD\LQJWKH/RFDWLRQRIDQ(UURU
:KLOHDQHUURUPHVVDJHLVGLVSOD\HGSUHVV or to return to the
calculation screen. The cursor will be positioned at the location where the error
RFFXUUHGUHDG\IRULQSXW0DNHWKHQHFHVVDU\FRUUHFWLRQVWRWKHFDOFXODWLRQ
DQGH[HFXWHLWDJDLQ
When you input 14 ÷ 0 × 2 = by mistake instead of 14 ÷ 10 × 2 =
14 0 2
(or )
1
&OHDULQJWKH(UURU0HVVDJH
:KLOHDQHUURUPHVVDJHLVGLVSOD\HGSUHVV to return to the calculation
screen. Note that this also clears the calculation that contained the error.
(UURU0HVVDJHV
0DWK(5525
&DXVH7KHLQWHUPHGLDWHRU¿QDOUHVXOWRIWKHFDOFXODWLRQ\RXDUHSHUIRUPLQJ
H[FHHGVWKHDOORZDEOHFDOFXODWLRQUDQJH<RXULQSXWH[FHHGVWKHDOORZDEOH
input range (particularly when using functions). • The calculation you are
performing contains an illegal mathematical operation (such as division by
zero).
$FWLRQ&KHFNWKHLQSXWYDOXHVUHGXFHWKHQXPEHURIGLJLWVDQGWU\DJDLQ
:KHQXVLQJLQGHSHQGHQWPHPRU\RUDYDULDEOHDVWKHDUJXPHQWRIDIXQFWLRQ
make sure that the memory or variable value is within the allowable range for
the function.
6WDFN(5525
&DXVHThe calculation you are performing has caused the capacity of the
QXPHULFVWDFNRUWKHFRPPDQGVWDFNWREHH[FHHGHG
$FWLRQ6LPSOLI\WKHFDOFXODWLRQH[SUHVVLRQVRLWGRHVQRWH[FHHGWKHFDSDFLW\
of the stack. • Try splitting the calculation into two or more parts.
6\QWD[(5525
&DXVHThere is a problem with the format of the calculation you are
performing.
$FWLRQMake necessary corrections.
,QVXႈFLHQW0(0(UURU
&DXVH7KHFRQ¿JXUDWLRQRI7$%/(0RGHSDUDPHWHUVFDXVHGPRUHWKDQ
;YDOXHVWREHJHQHUDWHGIRUDWDEOH
$FWLRQ1DUURZWKHWDEOHFDOFXODWLRQUDQJHE\FKDQJLQJWKH6WDUW(QGDQG
6WHSYDOXHVDQGWU\DJDLQ
background
EN - 24
$UJXPHQW(5525
&DXVHA non-integer argument was input for the random number function
(Ranlnt#).
$FWLRQInput only integers for the argument.
%HIRUH$VVXPLQJ0DOIXQFWLRQRIWKH
&DOFXODWRU
Perform the following steps whenever an error occurs during a calculation
RUZKHQFDOFXODWLRQUHVXOWVDUHQRWZKDW\RXH[SHFWHG,IRQHVWHSGRHVQRW
FRUUHFWWKHSUREOHPPRYHRQWRWKHQH[WVWHS
Note that you should make separate copies of important data before
performing these steps.
 &KHFNWKHFDOFXODWLRQH[SUHVVLRQWRPDNHVXUHWKDWLWGRHVQRWFRQWDLQDQ\
errors.
2. Make sure that you are using the correct mode for the type of calculation
you are trying to perform.
 ,IWKHDERYHVWHSVGRQRWFRUUHFW\RXUSUREOHPSUHVVWKH key. This will
cause the calculator to perform a routine that checks whether calculation
IXQFWLRQVDUHRSHUDWLQJFRUUHFWO\,IWKHFDOFXODWRUGLVFRYHUVDQ\DEQRUPDOLW\
it automatically initializes the calculation mode and clears memory contents.
)RUGHWDLOVDERXWLQLWLDOL]HGVHWWLQJVVHH³&RQ¿JXULQJWKH&DOFXODWRU6HWXS´
4. Initialize all modes and settings by performing the following operation:
(CLR) (Setup) (Yes).
5HSODFLQJWKH%DWWHU\
$ORZEDWWHU\LVLQGLFDWHGE\DGLPGLVSOD\HYHQLIFRQWUDVWLVDGMXVWHGRUE\
IDLOXUHRI¿JXUHVWRDSSHDURQWKHGLVSOD\LPPHGLDWHO\DIWHU\RXWXUQRQWKH
FDOFXODWRU,IWKLVKDSSHQVUHSODFHWKHEDWWHU\ZLWKDQHZRQH
,PSRUWDQWRemoving the battery will cause all of the calculator’s memory
contents to be deleted.
1. Press
2))WRWXUQRႇWKHFDOFXODWRU
To ensure that you do not accidentally turn on power while replacing the
EDWWHU\VOLGHWKHKDUGFDVHRQWRWKHIURQWRIWKHFDOFXODWRU
 5HPRYHWKHFRYHUDVVKRZQLQWKHLOOXVWUDWLRQDQGUHSODFHWKHEDWWHU\
taking care that its plus (+) and minus (-) ends are facing correctly.
3. Replace the cover.
4. Initialize the calculator: (CRL)
(All) (Yes)
• Do not skip the above step!
background
EN - 25
6SHFL¿FDWLRQV
3RZHU5HTXLUHPHQWVCR2032 ×1
3RZHU&RQVXPSWLRQ0.0002 W
2SHUDWLQJ7HPSHUDWXUH&WR&)WR)
'LPHQVLRQV19 (H)×84(W)×165(D)mm
)UHTXHQWO\$VNHG4XHVWLRQV
ý +RZFDQ,SHUIRUP,QSXWDQGGLVSOD\UHVXOWVWKHVDPHZD\,GLGRQ
DPRGHOWKDWGRHVQRWKDYH1DWXUDO7H[WERRN'LVSOD\"
Perform the following key operation:
(SETUP) (LinelO). See
³&RQ¿JXULQJWKH&DOFXODWRU6HWXS´RQSDJH(IRUPRUHLQIRUPDWLRQ
ý +RZFDQ,FKDQJHDIUDFWLRQIRUPUHVXOWWRGHFLPDOIRUP"
+RZFDQ,FKDQJHDIUDFWLRQIRUPUHVXOWSURGXFHGE\DGLYLVLRQ
RSHUDWLRQWRGHFLPDOIRUP"
See “Toggling Calculation Results” on page E-9 for the procedure.
ý :KDWLVWKHGLႇHUHQFHEHWZHHQ$QVPHPRU\LQGHSHQGHQWPHPRU\
DQGYDULDEOHPHPRU\"
Each of these types of memory acts like “containers” for temporary storage
of a single value.
$QV0HPRU\Stores the result of the last calculation performed. Use this
PHPRU\WRFDUU\WKHUHVXOWRIRQHFDOFXODWLRQRQWRWKHQH[W
,QGHSHQGHQW0HPRU\Use this memory to totalize the results of multiple
calculations.
9DULDEOHVThis memory is helpful when you need to uses the same value
multiple times in one or more calculations.
ý :KDW,VWKHNH\RSHUDWLRQWRWDNHPHIURPWKH67$70RGHRU7$%/(
0RGHWRDPRGHZKHUH,FDQSHUIRUPDULWKPHWLFFDOFXODWLRQV"
Press (COMP).
ý +RZFDQ,UHWXUQWKHFDOFXODWRUWRLWVLQLWLDOGHIDXOWVHWWLQJV"
Perform the following operation: (CLR) (Setup) (Yes)
ý :KHQ,H[HFXWHDIXQFWLRQFDOFXODWLRQZK\GR,JHWDFDOFXODWLRQUHVXOW
WKDW,VFRPSOHWHO\GLႇHUHQWIURPROGHUFDOFXODWRUPRGHOV"
:LWKD1DWXUDO7H[WERRN'LVSOD\PRGHOWKHDUJXPHQWRIDIXQFWLRQWKDW
uses parentheses must be followed by a closing parenthesis. Failing to
press after the argument to close the parentheses may cause unwanted
YDOXHVRUH[SUHVVLRQVWREHLQFOXGHGDVSDUWRIWKHDUJXPHQW
([DPSOHVLQ
Older Model: 30 15 15.5
1DWXUDO7H[WERRN'LVSOD\0RGHO 30 15 15.5
Failure to press here as shown below will result in calculation of sin 45.
30 15 0.7071067812
background
EN - 26
,16758&7,216$1',1)250$7,21217+(
',6326$/2)3$&.$*,1*0$7(5,$/6
Take the packaging material to a collection centre for recycling.
',6326$/2)',6&$5'('(/(&75,&$/$1'
(/(&7521,&(48,30(17
7KLVV\PERORQWKHSURGXFWDFFHVVRU\RUSDFNDJLQJ
indicates that the product must not be treated as ordinary
household waste. Please dispose of this product in
a collection centre designated for the recycling of electrical
DQGHOHFWURQLFHTXLSPHQW,QVRPH(8VWDWHVRURWKHU
(XURSHDQFRXQWULHV\RXFDQUHWXUQ\RXUROGSURGXFWWR
WKHUHWDLOHUZKHQSXUFKDVLQJDQHTXLYDOHQWQHZSURGXFW
Proper disposal of this product helps to conserve valuable
natural resources and prevent potential negative impacts
on the environment and human health that could result
from improper disposal. Further details can be obtained
from local authorities or the nearest collection centre.
Failure to dispose of this type of waste properly may result
in legal penalties.
)RU&RPSDQLHVLQ(XURSHDQ8QLRQ&RXQWULHV
,I\RXZDQWWRGLVSRVHRIHOHFWULFDORUHOHFWURQLFHTXLSPHQW
UHTXHVWQHFHVVDU\LQIRUPDWLRQIURP\RXUUHWDLOHURU
supplier.
'LVSRVDOLQ&RXQWULHV2XWVLGHWKH(XURSHDQ8QLRQ
5HTXHVWLQIRUPDWLRQUHJDUGLQJWKHSURSHUGLVSRVDORIWKLV
product from local authorities or your retailer.
7KLVSURGXFWPHHWVWKH(8UHTXLUHPHQWV
)$67ý5DVKHUHE\GHFODUHVWKDWWKHUDGLRGHYLFHW\SH6(&
FRPSOLHVZLWK'LUHFWLYH(8
For the full version of the EU
'HFODUDWLRQRI&RQIRUPLW\SOHDVHYLVLWZZZVHQFRUF]
7H[WGHVLJQDQGWHFKQLFDOVSHFLILFDWLRQVDUHVXEMHFWWRFKDQJHZLWKRXW
notice; we reserve the right to make such changes.
The original version is in Czech.
The current list of service centres for the Czech Republic can be found
at www.sencor.cz
background
background
CZ – 1
2EVDK
9]RURYpRSHUDFH .............................................................................................. 2
,QLFLDOL]DFHNDONXODþN\ .................................................................................... 2
%H]SHþQRVWQtRSDWĜHQt .................................................................................... 2
%H]SHþQRVWQtRSDWĜHQtSURPDQLSXODFL ......................................................... 2
=DSQXWtDY\SQXWtQDSiMHQt ............................................................................. 3
1DVWDYHQtNRQWUDVWXGLVSOHMH .......................................................................... 3
2]QDþHQtWODþtWHN ............................................................................................. 3
ýWHQtGLVSOHMH ................................................................................................... 4
3RXåtYiQtQDEtGHN ........................................................................................... 5
1DVWDYHQtUHåLPXYêSRþWX .............................................................................. 5
.RQ¿JXUDFHQDVWDYHQtNDONXODþN\ ................................................................. 5
9NOiGiQtYêUD]ĤDKRGQRW ............................................................................... 7
3ĜHStQiQtYêVOHGNĤYêSRþWX ........................................................................... 9
=iNODGQtYêSRþW\ ........................................................................................... 10
5R]NODGQDSUYRþLQLWHOH ................................................................................ 13
9êSRþW\IXQNFt ............................................................................................... 14
6WDWLVWLFNpYêSRþW\67$7 ............................................................................ 17
9\WYRĜHQtWDEXON\þtVHO]IXQNFH7$%/( ................................................... 20
5R]VDK\YêSRþWĤSRþHWþtVOLFDSĜHVQRVW .................................................. 21
&K\E\.............................................................................................................. 22
3ĜHGWtPQHåSRåiGiWHRRSUDYXNDONXODþN\ .............................................. 24
9êPČQDEDWHULH .............................................................................................. 25
7HFKQLFNp~GDMH ............................................................................................. 25
ýDVWRNODGHQpGRWD]\ .................................................................................... 25
background
CZ – 2
9]RURYpRSHUDFH
9]RURYpRSHUDFHMVRXYWpWRSĜtUXþFHR]QDþHQ\LNRQRX 3RNXGQHQt
VSHFLiOQČXYHGHQRMLQDNYãHFKQ\Y]RURYpRSHUDFHSĜHGSRNOiGDMtåH
NDONXODþNDMHYSRþiWHþQtPYêFKR]tPQDVWDYHQt3URQiYUDWNDONXODþN\GR
MHMtKRSRþiWHþQtKRYêFKR]tKRQDVWDYHQtSRXåLMWHSRVWXSYþiVWLÄ,QLFLDOL]DFH
NDONXODþN\³
,QIRUPDFHR]QDþNiFK   a SRXåtYDQêFKYHY]RURYêFK
RSHUDFtFKQDMGHWHYþiVWLÄ.RQ¿JXUDFHQDVWDYHQtNDONXODþN\³
,QLFLDOL]DFHNDONXODþN\
1iVOHGXMtFtSRVWXSSURYHćWHWHKG\NG\åFKFHWHNDONXODþNXLQLFLDOL]RYDWDYUiWLW
UHåLPYêSRþWXDQDVWDYHQtGRSRþiWHþQtKRYêFKR]tKRQDVWDYHQt8YČGRPWH
VLSURVtPåHWDWRRSHUDFHURYQČåVPDåHYHãNHUiGDWDNWHUiVHQDFKi]HMt
YSDPČWLNDONXODþN\
(CLR) (All) (Yes)
%H]SHþQRVWQtRSDWĜHQt
%DWHULH
 8GUåXMWHEDWHULHPLPRGRVDKPDOêFKGČWt
 3RXåtYHMWHSRX]HW\SEDWHULHVSHFL¿NRYDQêSURWXWRNDONXODþNX
YWpWRSĜtUXþFH
%H]SHþQRVWQtXSR]RUQČQtSURPDQLSX
ODFL
 ,NG\åWDWRNDONXODþNDIXQJXMHVSUiYQČY\PČĖWHDOHVSRĖMHGQRX]DWĜL
URN\/5$0QHER]DGYDURN\580EDWHULL
=Y\ELWpEDWHULHPĤåHXQLNQRXWHOHNWURO\WNWHUêPĤåH]SĤVRELWSRãNR]HQt
DSRUXFKXNDONXODþN\1LNG\QHQHFKiYHMWHYNDONXODþFHY\ELWRXEDWHULL
1H]NRXãHMWHSRXåtYDWNDONXODþNXNG\åMHEDWHULH~SOQČY\ELWi
 %DWHULHGRGiYDQiNWpWRNDONXODþFHVHEČKHPSĜHSUDY\DVNODGRYiQt
PtUQČY\EtMt=WRKRWRGĤYRGXMLPRåQiEXGHWHPXVHWY\PČQLWGĜtYH
QHåMHQRUPiOQtRþHNiYDQiåLYRWQRVWEDWHULH
 1HSRXåtYHMWHDQHVNODGXMWHWXWRNDONXODþNXYPtVWHFKY\VWDYHQêFK
H[WUpPQtPWHSORWiPDYHONpPXPQRåVWYtYOKNRVWLDSUDFKX
 1HY\VWDYXMWHWXWRNDONXODþNXQDGPČUQêPQiUD]ĤPWODNXQHERRK\EX
 1LNG\WXWRNDONXODþNXQHUR]HEtUHMWH
 .G\NROLYEXGHWHNDONXODþNXQHEREDWHULHOLNYLGRYDWSRVWXSXMWHSURVtP
YVRXODGXVH]iNRQ\DQDĜt]HQtPLSODWQêPLYHYDãHPUHJLRQX
background
CZ – 3
=DSQXWtDY\SQXWtQDSiMHQt
3UR]DSQXWtNDONXODþN\VWLVNQČWHWODþtWNR .
3URY\SQXWtNDONXODþN\VWLVNQČWHWODþtWNR (OFF).
$XWRPDWLFNpY\SQXWtQDSiMHQt
3RNXGYSUĤEČKXSĜLEOLåQČPLQXWQHSURYHGHWHåiGQRXRSHUDFLYDãH
NDONXODþNDVHDXWRPDWLFN\Y\SQH3RNXGNWRPXGRMGHVWLVNQČWHWODþtWNR
SURRSČWRYQp]DSQXWtNDONXODþN\
1DVWDYHQtNRQWUDVWXGLVSOHMH
3URYHGHQtPQiVOHGXMtFtFKRSHUDFtVWODþtWN\]REUD]WHREUD]RYNX&2175$67
(Kontrast): (SETUP) Ż&217ŹDSDNSRPRFtWODþtWHN
a XSUDYWHNRQWUDVW3RQDVWDYHQtSRåDGRYDQêP]SĤVREHPVWLVNQČWH
WODþtWNR .
'ĤOHåLWp3RNXGDQLQDVWDYHQtNRQWUDVWXGLVSOHMHQH]OHSãtMHKRþLWHOQRVW
SUDYGČSRGREQČWR]QDPHQiåHMHEDWHULHY\ELWi9\PČĖWHEDWHULL
2]QDþHQtWODþtWHN
3RNXGVWLVNQHWHWODþtWNR nebo DQiVOHGQČ
GUXKpWODþtWNRSURYHGHVHDOWHUQDWLYQtIXQNFH
GUXKpKRWODþtWND$OWHUQDWLYQtIXQNFHMHR]QDþHQD
WH[WHPY\WLãWČQêPQDGWtPWRWODþtWNHP
9QiVOHGXMtFtþiVWLMHXYHGHQRFRMHGQRWOLYpEDUY\
WODþtWNDDOWHUQDWLYQtIXQNFH]QDPHQDMt
$OWHUQDWLYQtIXQNFH
)XQNFHQDWODþtWNX
3RNXGPiWH[WR]QDþH
QtWODþtWNDWXWREDUYX
=QDPHQiWRåH
äOXWi
6WLVNQČWHWODþtWNR
DSDNWODþtWNRSUR
SĜtVWXSNSĜtVOXãQpIXQNFL
ýHUYHQi
6WLVNQČWHWODþtWNR
DSDNWODþtWNRSUR
YORåHQtSĜtVOXãQpSURPČQQpNRQVWDQW\
nebo symbolu.
background
CZ – 4
ýWHQtGLVSOHMH
'LVSOHMWpWRNDONXODþN\]REUD]XMHYNOiGDQpYêUD]\YêVOHGN\YêSRþWĤDUĤ]Qp
indikátory.
9ORåHQtYêUD]X
,QGLNiWRU\
9êVOHGHNYêSRþWX
 3RNXGVHQDSUDYpVWUDQČYêVOHGNXYêSRþWX]REUD]tLQGLNiWRUŹ]QDPHQi
WRåH]REUD]HQêYêVOHGHNYêSRþWXSRNUDþXMHYSUDYR3RPRFtWODþtWHN
a
SĜHWRþWH]REUD]HQtYêVOHGNXYêSRþWX
3RNXGVHQDSUDYpVWUDQČYORåHQpKRYêUD]X]REUD]tLQGLNiWRUÒ]QDPHQiWRåH
]REUD]HQêYêSRþHWSRNUDþXMHYSUDYR3RPRFtWODþtWHN a SĜHWRþWH]REUD]HQt
YORåHQpKRYêUD]X8YČGRPWHVLSURVtPåHNG\åFKFHWHSĜHWRþLWYORåHQêYêUD]
EČKHPGRE\NG\MVRX]REUD]HQ\REDLQGLNiWRU\ŹLÒEXGHWHPXVHWQHMSUYH
VWLVNQRXWWODþtWNR DSDNSRPRFtWODþtWND a SURYpVWSĜHWRþHQt
,QGLNiWRU\QDGLVSOHML
7HQWR
LQGLNiWRU
=QDPHQiåH
S
.OiYHVQLFHE\ODSĜHSQXWDVWLVNQXWtPWODþtWND
.G\å
VWLVNQHWHOLERYROQpWODþtWNRSĜHSQXWtNOiYHVQLFHVH]UXãtDWHQWR
indikátor zhasne.
A
6WLVNQXWtPWODþtWND E\ODNWLYRYiQDOIDQXPHULFNêYVWXSQt
UHåLP.G\åVWLVNQHWHOLERYROQpWODþtWNREXGHDOIDQXPHULFNê
YVWXSQtUHåLPXNRQþHQDWHQWRLQGLNiWRU]KDVQH
0 9QH]iYLVOpSDPČWLMHXORåHQDKRGQRWD
672
.DONXODþNDMHSĜLSUDYHQDQDYORåHQtQi]YXSURPČQQpSUR
SĜLĜD]HQtKRGQRW\NSURPČQQp7HQWRLQGLNiWRUVH]REUD]tSR
VWLVNQXWtWODþtWND
(STO).
5&/
7DWRNDONXODþNDMHSĜLSUDYHQDQDYORåHQtQi]YXSURPČQQpSUR
Y\YROiQtKRGQRW\SURPČQQp7HQWRLQGLNiWRUVH]REUD]tSR
VWLVNQXWtWODþtWND
.
STAT .DONXODþNDMHYUHåLPX67$7VWDWLVWLFNpYêSRþW\
D
9êFKR]t~KORYRXMHGQRWNRXMVRXVWXSQČ
R
9êFKR]t~KORYRXMHGQRWNRXMVRXUDGLiQ\
G
9êFKR]t~KORYRXMHGQRWNRXMVRXJUDG\
),; 3RXåtYiVHSHYQêSRþHWGHVHWLQQêFKPtVW
SCI 3RXåtYiVHSHYQêSRþHWSODWQêFKþtVOLF
0DWK -DNRIRUPiW]REUD]HQtMH]YROHQRSĜLUR]HQp]REUD]HQt
źŸ
-VRXNGLVSR]LFLSDPČĢRYiGDWDRKLVWRULLYêSRþWXNWHUiO]HSĜHKUiW
QHERQDGSRGDNWXiOQtREUD]RYNRXMVRXNGLVSR]LFLGDOãtGDWD
'LVS
'LVSOHMSUiYČ]REUD]XMHPH]LYêVOHGHNYêSRþWXYtFHQiVREQpKR
SĜtND]X
'ĤOHåLWp8QČNWHUêFKW\SĤYêSRþWĤNWHUpWUYDMtGORXKRVHQDGLVSOHMLPRKRX
]REUD]RYDWMHQYêãHXYHGHQpLQGLNiWRU\EH]MDNpNROLKRGQRW\]DWtPFRVH
YQLWĜQČSURYiGtYêSRþHW
background
CZ – 5
3RXåtYiQtQDEtGHN
1ČNWHUpRSHUDFHWpWRNDONXODþN\VHSURYiGČMtSRPRFtQDEtGHN1DSĜtNODGSR
VWLVNQXWtWODþtWND nebo VH]REUD]tQDEtGNDSĜtVOXãQêFKIXQNFt
3URSRK\EYQDEtGNiFKE\VWHPČOLSRXåtYDWQiVOHGXMtFtRSHUDFH
 3RORåNXQDEtGN\PĤåHWHY\EUDWVWLVNQXWtPQXPHULFNpKRWODþtWNDNWHUp
RGSRYtGiþtVOXQDMHMtOHYpVWUDQČQDREUD]RYFHVQDEtGNRX
 ,QGLNiWRUźYSUDYpPKRUQtPURKXQDEtGN\]QDPHQiåHSRGDNWXiOQt
QDEtGNRXH[LVWXMHGDOãtQDEtGND,QGLNiWRUŸ]QDPHQiGDOãtQDGĜD]HQRX
QDEtGNX
3RPRFtWODþtWHN
a SĜHStQHMWHPH]LQDEtGNDPL
 3URX]DYĜHQtQDEtGN\DQLåE\VWHFRNROLY\EUDOLVWLVNQČWHWODþtWNR .
1DVWDYHQtUHåLPXYêSRþWX
.G\åFKFHWHSURYpVWWHQWRW\SRSHUDFH 3URYHćWHQiVOHGXMtFt
RSHUDFHVWODþtWN\
2EHFQpYêSRþW\
(COMP)
6WDWLVWLFNpDUHJUHVQtYêSRþW\
(STAT)
*HQHURYiQtWDEXON\þtVHOQD]iNODGČYêUD]X
(TABLE)
3R]QiPND3RþiWHþQtYêFKR]tUHåLPYêSRþWXMHUHåLP&203REHFQp
YêSRþW\
.RQ¿JXUDFHQDVWDYHQtNDONXODþN\
1HMSUYHSURYHćWHQiVOHGXMtFtRSHUDFHVWODþtWN\SUR]REUD]HQtQDVWDYRYDFt
QDEtGN\ 6(7833DNSRPRFtQXPHULFNêFKWODþtWHN a
SURYHćWHNRQ¿JXUDFLSRåDGRYDQêFKQDVWDYHQt
3RGWUåHQiBBBBQDVWDYHQtMVRXSRþiWHþQtYêFKR]tQDVWDYHQt
0WK,2 /LQHO28UþXMHIRUPiW]REUD]HQt
1DWXUDO'LVSOD\3ĜLUR]HQp]REUD]HQt0WK,2
]SĤVREtåH]ORPN\LUDFLRQiOQtþtVODDGDOãtYêUD]\
EXGRX]REUD]HQ\WDNMDNVHStãRXQDSDStU
0WK,29êEČUMathOQHER/LQH20DWK2]REUD]XMHYVWXSDYêVOHGN\YêSRþWX
SRPRFtVWHMQpKRIRUPiWXYMDNpPVHStãRXQDSDStU/LQH2]REUD]XMHYVWXS
VWHMQêP]SĤVREHPMDNR0DWK2DOHYêVOHGN\YêSRþWXVH]REUD]XMtYOLQHiUQtP
formátu.
/LQHDU'LVSOD\/LQHiUQt]REUD]HQt/LQHO2
]SĤVREtåH]ORPN\DGDOãtYêUD]\EXGRX
]REUD]HQ\QDMHGQRPĜiGNX
3R]QiPND9åG\NG\åDNWLYXMHWHUHåLP67$7VWDWLVWLFNpYêSRþW\VH
NDONXODþNDDXWRPDWLFN\SĜHSQHGROLQHiUQtKR]REUD]HQt9WpWRSĜtUXþFH
symbol YHGOHY]RURYpRSHUDFHLQGLNXMHSĜLUR]HQp]REUD]HQt0DWK2
]DWtPFRV\PERO LQGLNXMHOLQHiUQt]REUD]HQt
background
CZ – 6
'HJ 5DG *UD8UþXMHVWXSQČUDGLiQ\QHERJUDG\MDNR~KORYRX
MHGQRWNXSURYNOiGiQtKRGQRWD]REUD]HQtYêVOHGNXYêSRþWX
3R]QiPND9WpWRSĜtUXþFHV\PERO vedle vzorové operace indikuje
VWXSQČ]DWtPFRV\PERO indikuje radiány.
)L[ Sci 1RUP8UþXMHSRþHWþtVOLFSUR]REUD]HQtYêVOHGNXYêSRþWX
)L[3HYQê+RGQRWDNWHURXVSHFL¿NXMHWHRGGRXUþXMHSRþHW
GHVHWLQQêFKPtVWSUR]REUD]HQpYêVOHGN\YêSRþWX9êVOHGN\YêSRþWXMVRXSĜHG
]REUD]HQtP]DRNURXKOHQ\QDVSHFL¿NRYDQRXþtVOLFL
3ĜtNODG
·  )L[
 )L[
6FL9ČGHFNê+RGQRWDNWHURXVSHFL¿NXMHWHRGGRXUþXMHSRþHW
SODWQêFKþtVOLFSUR]REUD]HQpYêVOHGN\YêSRþWX9êVOHGN\YêSRþWXMVRXSĜHG
]REUD]HQtP]DRNURXKOHQ\QDVSHFL¿NRYDQRXþtVOLFL
3ĜtNODG 1 ÷ 7 = 1.4286 × 10
-1
(Sci 5)
1.429 × 10
-1
(Sci 4)
1RUP1RUPiOQt9ROEDMHGQRKR]HGYRXGRVWXSQêFKQDVWDYHQt
(1RUP1RUPXUþXMHUR]VDKYHNWHUpPEXGRX]REUD]HQ\YêVOHGN\
YQHH[SRQHQFLiOQtPIRUPiWX0LPRVSHFL¿NRYDQêUR]VDKMVRXYêVOHGN\
]REUD]HQ\SRPRFtH[SRQHQFLiOQtKRIRUPiWX
Norm 1:10
-2
!_[__x| 10
10
Norm 2:10
-9
!_[__[_ 10
10
3ĜtNODG 1 ÷ 200 = 5 × 10
-3
(Norm 1)
0.005 (Norm 2)
DEF GF8UþXMHEXćVPtãHQê]ORPHNDEFQHERQHSUDYê
]ORPHNGFSUR]REUD]HQt]ORPNĤYHYêVOHGFtFKYêSRþWX
STAT 21; 2))
8UþXMH]GDVHPiYHGLWRUX6WDW(GLWRUYUHåLPX67$7VWDWLVWLFNpYêSRþW\
]REUD]RYDWVORXSHF)5(4þHWQRVW
'LVS 'RW; &RPPD
8UþXMH]GDVHPiYHYêVOHGFtFKYêSRþWXMDNRGHVHWLQQpPtVWR]REUD]RYDW
WHþNDQHERþiUND%ČKHPYNOiGiQtVHYåG\]REUD]XMHWHþND
3R]QiPND.G\åMHMDNRGHVHWLQQpPtVWRY\EUiQDWHþNDMHRGGČORYDþHP
SURYtFHQiVREQpYêVOHGN\þiUND.G\åMHY\EUiQDþiUNDMHRGGČORYDþHP
VWĜHGQtN
Ż&217Ź
1DVWDYHQtNRQWUDVWXGLVSOHMH3RGUREQpLQIRUPDFHQDMGHWHYþiVWLÄ1DVWDYHQt
kontrastu displeje“.
,QLFLDOL]DFHQDVWDYHQtNDONXODþN\
3URYHGHQtPQiVOHGXMtFtKRSRVWXSXPĤåHWHSURYpVWLQLFLDOL]DFLNDONXODþN\
NWHUiYUiWtUHåLPYêSRþWXQD&203REHFQpYêSRþW\DYUiWtYãHFKQDGDOãt
QDVWDYHQtYþHWQČQDVWDYHQtYQDVWDYRYDFtQDEtGFHQDSRþiWHþQtYêFKR]t
hodnoty.
(CLR) (Setup) (Yes)
background
CZ – 7
9NOiGiQtYêUD]ĤDKRGQRW
=iNODGQtSUDYLGODYNOiGiQt
9êSRþW\PĤåHWHYNOiGDWYHVWHMQpPWYDUXYMDNpPMHStãHWH.G\åVWLVNQHWH
WODþtWNR DXWRPDWLFN\VHY\KRGQRWtVHNYHQFHSULRULWYORåHQpKRYêSRþWXDQD
GLVSOHMLVH]REUD]tYêVOHGHN
4 × sin30 × (30 + 10 × 3) = 120
*
1
3URVLQVLQKDGDOãtIXQNFHNWHUpREVDKXMt]iYRUN\MHY\åDGRYiQRYORåHQt
X]DYtUDFt]iYRUN\
*
2
7\WRV\PERO\QiVREHQtîO]HY\QHFKDW6\PEROQiVREHQtO]HY\QHFKDW
MHVWOLåHVHY\VN\WXMHEH]SURVWĜHGQČSĜHGRWHYtUDFt]iYRUNRXEH]SURVWĜHGQČ
SĜHGVLQQHERMLQRXIXQNFtREVDKXMtFt]iYRUN\EH]SURVWĜHGQČSĜHGIXQNFt
5DQQiKRGQpþtVORQHEREH]SURVWĜHGQČSĜHGSURPČQQRX$%&'(
)0;<ʌ nebo .
*
3
8]DYtUDFt]iYRUNXEH]SURVWĜHGQČSĜHGRSHUDFt lze vynechat.
3ĜtNODGYORåHQtVY\QHFKiQtPRSHUDFt *
2
a *
3
YHYêãHXYHGHQpP
SĜtNODGX
4
30 30 10 3
3R]QiPND3RNXGMHEČKHPYNOiGiQtYêSRþHWGHOãtQHåãtĜNDREUD]RYN\
REUD]RYNDVHDXWRPDWLFN\SĜHWRþtGRSUDYDDQDGLVSOHMLVH]REUD]tLQGLNiWRU
Ż.G\åNWRPXGRMGHPĤåHWHMLSĜHWRþLW]SČWGROHYDSRPRFtWODþtWHN a
SURSRVXQXWtNXU]RUX.G\åMH]YROHQROLQHiUQt]REUD]HQtVWLVNQXWtWODþtWND
]SĤVREtåHNXU]RUVNRþtQD]DþiWHNYêSRþWX]DWtPFRWODþtWNHP VNRþtWH
QDNRQHF.G\åMH]YROHQRSĜLUR]HQp]REUD]HQtVWLVNQXWtWODþtWND EČKHP
GRE\NG\MHNXU]RUQDNRQFLYORåHQpKRYêSRþWX]SĤVREtVNRNQD]DþiWHN
]DWtPFRVWLVNQXWtWODþtWND EČKHPGRE\NG\MHNXU]RUQD]DþiWNX]SĤVREt
VNRNQDNRQHF3URYêSRþHWPĤåHWHYORåLWPD[E\WĤ.DåGiþtVOLFH
V\PEROQHERIXQNFHQRUPiOQČSRXåtYiE\WH1ČNWHUpIXQNFHY\åDGXMtDå
E\WĤ3RNXG]EêYiQHERPpQČE\WĤSRYROHQêFKSURYVWXSNXU]RU]PČQt
tvar na ý3RNXGNWRPXGRMGHXNRQþHWHYNOiGiQtYêSRþWXDSDNVWLVNQČWH
WODþtWNR .
6HNYHQFHSULRULWYêSRþWX
6HNYHQFHSULRULWYORåHQêFKYêSRþWĤMHY\KRGQRFRYiQDSRGOHQtåHXYHGHQêFK
SUDYLGHO.G\åMHSULRULWDGYRXYêUD]ĤVWHMQiYêSRþHWVHSURYiGt]OHYDGRSUDYD
1. 9êUD]\Y]iYRUNiFK
2.
)XQNFHNWHUpY\åDGXMtDUJXPHQWYSUDYRDX]DYtUDFt]iYRUNX
Ä³]DDUJXPHQWHP
3.
)XQNFHNWHUpMVRX]DYVWXSQtKRGQRWRXx
2
x
3
x
-1
x¶´
r

g

PRFQLQ\ RGPRFQLQ\ )
4. Zlomky
background
CZ – 8
5.
=iSRUQp]QDPpQNR௅
3R]QiPND.G\åXPRFĖXMHWHQDGUXKRX]iSRUQRXKRGQRWX
QDSĜPXVtEêWXPRFĖRYDQiKRGQRWDX]DYĜHQD
v závorkách ( 2 3URWRåHx
2
PiY\ããt
SULRULWXQHå]iSRUQp]QDPpQNRYORåHQt
2 E\PČOR
]DQiVOHGHNXPRFQČQtQDGUXKRXþtVOLFHDSDNSĜLGiQt
]iSRUQpKR]QDPpQNDNYêVOHGNX3URWRYåG\SURVtPQD
VHNYHQFLSULRULWSDPDWXMWHDX]DYtUHMWH]iSRUQpKRGQRW\GR
]iYRUHNSRNXGMHWRY\åDGRYiQR
6. 2GKDGRYDQpKRGQRW\UHåLPX67$7VWDWLVWLFNpYêSRþW\
,   )
7. 1iVREHQtNGHMHY\QHFKiQR]QDPpQNRQiVREHQt
8. Permutace (nPrNRPELQDFHnCr)
9. 1iVREHQtGČOHQt
×

÷
)
10. 6þtWiQtRGHþtWiQt
9NOiGiQtSĜLSĜLUR]HQpP]REUD]HQt1DWXUDO'LVSOD\
9êEČUSĜLUR]HQpKR]REUD]HQtXPRåĖXMHYNOiGiQtD]REUD]RYiQt]ORPNĤ
DXUþLWêFKIXQNFtORJx
2
x
3
    x
-1
,  ,$EVVWHMQêP
]SĤVREHPMDNEêYDMt]DSViQ\YXþHEQLFtFK
2 2 1 2
'ĤOHåLWp8UþLWpW\S\YêUD]ĤPRKRX]SĤVRELWåHYêãNDY]RUFHSURYêSRþHW
EXGHYČWãtQHåMHGHQĜiGHNGLVSOHMH0D[LPiOQtSRYROHQiYêãNDY]RUFHSUR
YêSRþHWMHGYČREUD]RYN\GLVSOHMHERGĤî-HVWOLåHYêãNDYNOiGDQpKR
YêSRþWXSĜHVDKXMHSRYROHQêOLPLWEXGHGDOãtYNOiGiQt]QHPRåQČQR9NOiGiQt
IXQNFtD]iYRUHNGRVHEHQRĜHQtMHSRYROHQR3RNXGYORåtWHGRVHEHSĜtOLã
PQRKRIXQNFtDQHER]iYRUHNEXGHGDOãtYNOiGiQt]QHPRåQČQR3RNXGNWRPX
GRMGHUR]GČOWHYêSRþHWGRQČNROLNDþiVWtDY\SRþtWHMWHNDåGRXþiVWVDPRVWDWQČ
3R]QiPND.G\åVWLVNQHWHWODþtWNR D]tVNiWHYêVOHGHNYêSRþWXSRPRFt
SĜLUR]HQpKR]REUD]HQtþiVWYORåHQpKRYêUD]XPĤåHEêWRGĜt]QXWD3RNXG
SRWĜHEXMHWH]QRYX]REUD]LWFHOêYORåHQêYêUD]VWLVNQČWHWODþtWNR a pak
SRPRFtWODþtWHN a SĜHWRþWHYORåHQêYêUD]
3RXåtYiQtKRGQRWDYêUD]ĤMDNRDUJXPHQWĤ
3RX]HSĜLUR]HQp]REUD]HQt
+RGQRWXQHERYêUD]NWHUpMVWHMLåYORåLOLPĤåHWHSRXåtWMDNRDUJXPHQWIXQNFH
1DSĜtNODGSR]DGiQt
WRPĤåHWHXGČODW
argumentem
SURYêVOHGHN .
3URYORåHQt DSDN]PČQXQD
1 7 6
(INS)
background
CZ – 9
-DNMHYLGČW]YêãHXYHGHQpKRSĜtNODGXVWiYDMtVHKRGQRWDQHERYêUD]QDSUDYR
RGNXU]RUXSRVWLVNQXWtWODþtWND
,16DUJXPHQWHPIXQNFHNWHUiMHGiOH
VSHFL¿NRYiQD5R]VDKHPNWHUêMHSRYDåRYiQ]DDUJXPHQWMHYãHDåSRSUYQt
RWHYĜHQRX]iYRUNXYSUDYRSRNXGQČMDNiH[LVWXMHQHERYãHDåSRSUYQtIXQNFL
YSUDYRVLQ,RJDSRG
7XWRVFKRSQRVWO]HY\XåtWYQiVOHGXMtFtFKIXQNFtFK   ( )
( ) (    (  .
9VWXSQtUHåLPSĜHSLVRYiQtSRX]HOLQHiUQt]REUD]HQt
-DNRYVWXSQtUHåLPVLPĤåHWHY\EUDWYNOiGiQtQHERSĜHSLVRYiQtDYãDN
SRX]HWHKG\NG\åMH]YROHQROLQHiUQt]REUD]HQt/LQHDU'LVSOD\9UHåLPX
SĜHSLVRYiQtYNOiGDQêWH[WQDKUD]XMHWH[WQDDNWXiOQtSR]LFLNXU]RUX0H]L
UHåLP\YNOiGiQtDSĜHSLVRYiQtVHPĤåHWHSĜHStQDWSURYHGHQtPQiVOHGXMtFtFK
RSHUDFt ,169UHåLPXYNOiGiQtVHNXU]RU]REUD]XMHMDNRÄ ³YUHåLPX
SĜHSLVRYiQtVH]REUD]XMHMDNRÄ
“.
3R]QiPND9UHåLPXSĜLUR]HQpKR]REUD]HQt1DWXUDO'LVSOD\VHYåG\SRXåtYi
UHåLPYNOiGiQtWDNåH]PČQDIRUPiWX]REUD]HQt]OLQHiUQtKR]REUD]HQtQD
SĜLUR]HQp]REUD]HQtSURYHGHDXWRPDWLFNpSĜHSQXWtGRUHåLPXYNOiGiQt
2SUDYDDVPD]iQtYêUD]X
6PD]iQtMHGQRKR]QDNXQHERIXQNFH3RVXĖWHNXU]RUWDNDE\E\OSĜtPR
QDSUDYRRG]QDNXQHERIXQNFHNWHUpFKFHWHVPD]DWDSDNVWLVNQČWHWODþtWNR .
9UHåLPXSĜHSLVRYiQtSRVXĖWHNXU]RUWDNDE\E\OSĜtPRSRG]QDNHPQHER
IXQNFtNWHURXFKFHWHVPD]DWDSDNVWLVNQČWHWODþtWNR .
9ORåHQt]QDNXQHERIXQNFHGRYêSRþWX3RPRFtWODþtWHN a SĜHVXĖWH
NXU]RUGRPtVWDNDPFKFHWHYORåLW]QDNQHERIXQNFLDSDNMHYORåWH3RNXGMH
]YROHQROLQHiUQt]REUD]HQtYåG\VHXMLVWČWHåHSRXåtYiWHUHåLPYNOiGiQt
6PD]iQtFHOpKRYNOiGDQpKRYêSRþWX6WLVNQČWHWODþtWNR .
3ĜHStQiQtYêVOHGNXYêSRþWX
.G\åMH]YROHQRSĜLUR]HQp]REUD]HQtSĜHSQHVHSRNDåGpPVWLVNQXWtWODþtWND
DNWXiOQČ]REUD]HQêYêVOHGHNYêSRþWXPH]LMHKR]ORPNRYêPWYDUHP
DGHVHWLQQêPWYDUHPMHKRWYDUHPrDGHVHWLQQêPWYDUHPQHERMHKRWYDUHP
DGHVHWLQQêPWYDUHP
ʌ ÷ 6 = ʌ 
(ʌ) 6 ʌ 0.5235987756
( + 2) × = + 2  
2 2 3 + 2 5.913591358
.G\åMH]YROHQROLQHiUQt]REUD]HQtSĜHSQHVHSRNDåGpPVWLVNQXWtWODþtWND DNWXiOQČ
]REUD]HQêYêVOHGHNYêSRþWXPH]LMHKRGHVHWLQQêPWYDUHPD]ORPNRYêPWYDUHP
·  
1 5 0.2 1 5
1 - =  
1 4 5 1 5 0.2
background
CZ – 10
'ĤOHåLWp 9]iYLVORVWLQDW\SXYêVOHGNXYêSRþWXNWHUêMHQDGLVSOHMLSR
VWLVNQXWtWODþtWND PĤåHSURFHVNRQYHU]HQČMDNRXGREXWUYDW8QČNWHUêFK
YêVOHGNĤYêSRþWXVWLVNQXWtWODþtWND ]REUD]HQRXKRGQRWXQHSĜHYHGH1HO]H
SĜHStQDW]GHVHWLQQpKRWYDUXQDWYDUVPtãHQpKR]ORPNXSRNXGMHFHONRYê
SRþHWþtVOLFSRXåLWêFKYHVPtãHQpP]ORPNXYþHWQČV\PEROĤFHOpKRþtVOD
þLWDWHOHMPHQRYDWHOHDRGGČORYDþHYČWãtQHå
3R]QiPND8SĜLUR]HQpKR]REUD]HQt0DWK2VHSRVWLVNQXWtWODþtWND
QDPtVWRWODþtWND SRYORåHQtYêSRþWX]REUD]tYêVOHGHNYêSRþWXYGHVHWLQQpP
WYDUX1iVOHGQpVWLVNQXWt SĜHSQHQDWYDU]ORPNXQHERWYDUʌYêVOHGNX
YêSRþWX7YDU YêVOHGNXVHYWRPWRSĜtSDGČQH]REUD]t
=iNODGQtYêSRþW\
9êSRþW\VH]ORPN\
8YČGRPWHVLSURVtPåHPHWRGDYNOiGiQtMHSUR]ORPN\RGOLãQiY]iYLVORVWLQD
WRP]GDSRXåtYiWHSĜLUR]HQp]REUD]HQtQHEROLQHiUQt]REUD]HQt
+ = 2 3 1 2
nebo 2 3 1 2
2 3 1 2 7 6
4 - 3 = 4 ( ) 3 1 2
4 3 1 2 1 2
3R]QiPND.RPELQDFH]ORPNĤDGHVHWLQQêFKKRGQRWYHYêSRþWXYUHåLPX
OLQHiUQtKR]REUD]HQt]SĤVREtåHYêVOHGHNEXGH]REUD]HQMDNRGHVHWLQQi
KRGQRWD=ORPN\VHYHYêVOHGFtFKYêSRþWX]REUD]XMtSRUHGXNFLQD
QHUHGXNRYDWHOQê]ORPHNþLWDWHODMPHQRYDWHOMLåQHMGRXY\NUiWLW
3ĜHSQXWtYêVOHGNXYêSRþWXPH]LWYDUHPQHSUDYpKR]ORPNXDVPtãHQpKR
]ORPNX3URYHćWHQiVOHGXMtFtRSHUDFHVWODþtWN\
(a )
3ĜHSQXWtYêVOHGNXYêSRþWXPH]LWYDUHP]ORPNXDGHVHWLQQêPWYDUHP
6WLVNQČWHWODþtWNR ).
9êSRþW\VSURFHQW\
=DGiQtKRGQRW\DVWLVNQXWtWODþtWND ]SĤVREtåHVHYORåHQiKRGQRWD
stane procentem.
î 
150

30
9êSRþHWNROLNSURFHQW]MH
660
880 
75
=YêãHQtR
2500
2500 15 
2875
6OHYD]
3500
3500 25 
2625
background
CZ – 11
9êSRþW\VHVWXSQLPLQXWDPLVHNXQGDPL
ãHGHViWNRYp
3URYHGHQtPRSHUDFHVþtWiQtQHERRGHþtWiQtPH]LãHGHViWNRYêPLKRGQRWDPL
QHERRSHUDFHQiVREHQtþLGČOHQtPH]LãHGHViWNRYRXKRGQRWRXDGHVHWLQQRX
KRGQRWRX]SĤVREtåHYêVOHGHNEXGH]REUD]HQMDNRãHGHViWNRYiKRGQRWD
0ĤåHWHURYQČåSURYiGČWNRQYHU]LPH]LãHGHViWNRYRXDGHVHWLQQRXKRGQRWRX
1iVOHGXMtFtMHIRUPiWYNOiGiQtSURãHGHViWNRYRXKRGQRWX^VWXSĖĤ` ^PLQXW`
^VHNXQG` .
3R]QiPND3URVWXSQČDPLQXW\PXVtWHYåG\QČFRYORåLWDWRLWHKG\NG\å
jsou nulové.
ƍƎƍƎ ƍƎ
2
20 30 0 39 30 ƍƎ
.RQYHU]Hƍ´QDGHVHWLQQêHNYLYDOHQW
2
15 18 ƍƎ
.RQYHU]HãHGHViWNRYpKRGQRW\QDGHVHWLQQRX

.RQYHU]HGHVHWLQQpKRGQRW\QDãHGHViWNRYRX
ƍƎ
9tFHQiVREQpSĜtND]\
=QDNGYRMWHþN\PĤåHWHSRXåtWSURVSRMHQtGYRXQHERYtFHYêUD]ĤDMHMLFK
SURYHGHQtYSRĜDGt]OHYDGRSUDYDVWLVNQXWtPWODþtWND
.
3 + 3 : 3 × 3 3 3 (:) 3 3 6
9
3RXåtYiQtLQåHQêUVNpQRWDFH
-HGLQRXRSHUDFtWODþtWNDPĤåHWHSĜHYpVW]REUD]HQRXKRGQRWXGRLQåHQêUVNp
notace.
3ĜHYRGKRGQRW\GRLQåHQêUVNpQRWDFHSRVXQXWtGHVHWLQQpKRPtVWD
doprava.
1234
1234
1.234×10
3
1.234×10
0
3ĜHYRGKRGQRW\GRLQåHQêUVNpQRWDFHSRVXQXWtGHVHWLQQpKRPtVWD
doleva.
123 123
ĸ 0.123×10
3
ĸ 0.000123×10
6
+LVWRULHYêSRþWX
9UHåLPX&203REHFQpYêSRþW\VLNDONXODþNDSDPDWXMHPD[SĜLEOE\WĤ
GDWSURQHMQRYČMãtYêSRþHW2EVDKKLVWRULHYêSRþWXPĤåHWHSĜHWiþHWSRPRFt
WODþtWHN a .
1 + 1 = 2 1 1 2
2 + 2 = 4 2
2 4
3 + 3 = 6 3
3 6
background
CZ – 12
3ĜHWRþHQt]SČW 4
'DOãtSĜHWRþHQt]SČW
2
3R]QiPND'DWDKLVWRULHYêSRþWXVHVPDåRXYåG\NG\åVWLVNQHWHWODþtWNR
NG\åSĜHSQHWHSĜtVWURMGRMLQpKRUHåLPXYêSRþWXNG\å]PČQtWHIRUPiW
]REUD]HQtQHERNG\åSURYHGHWHMDNRXNROLYRSHUDFLUHVHWRYiQt
)XQNFH5HSOD\
=DWtPFRMHYêVOHGHNYêSRþWX]REUD]HQQDGLVSOHMLPĤåHWHVWLVNQRXWWODþtWNR
nebo SURHGLWDFLYêUD]XNWHUêMVWHSRXåLOLSURSĜHGFKR]tYêSRþHW
4 × 3  4 3 2.5 14.5
4 × 3  3RNUDþRYiQt 7.1 4.9
3R]QiPND3RNXGFKFHWHHGLWRYDWYêSRþHWYRNDPåLNXNG\MHQDSUDYpVWUDQČ
]REUD]HQtYêVOHGNXYêSRþWXYL]ÄýWHQtGLVSOHMH³LQGLNiWRUŹVWLVNQČWHWODþtWNR
DSDNSRPRFtWODþtWHN a SĜHWRþWHYêSRþHW
3DPČĢYêVOHGNĤ$QV
3RVOHGQt]tVNDQêYêVOHGHNYêSRþWXMHXORåHQYSDPČWLYêVOHGNĤ$QVDQVZHU 
RGSRYČć2EVDKSDPČWLYêVOHGNĤ$QVMHDNWXDOL]RYiQSĜLNDåGpP]REUD]HQt
QRYpKRYêVOHGNXYêSRþWX
'ČOHQtYêVOHGNXîþtVOHP
3 4
3RNUDþRYiQt 30
123 + 456 = 579 123 456
789 - 579 = 210
3RNUDþRYiQt
3URPČQQp$%&'();<
9DãHNDONXODþNDPiRVPSĜHGQDVWDYHQêFKSURPČQQêFKSRMPHQRYDQêFK$
%&'();D<7ČPWRSURPČQQêPPĤåHWHSĜLĜD]RYDWKRGQRW\DW\WR
SURPČQQpPĤåHWHURYQČåSRXåtYDWYHYêSRþWHFK
3ĜLĜD]HQtYêVOHGNXSURPČQQp$
3 5 (STO) (A) 8
1iVREHQtREVDKXSURPČQQp$þtVOHP
3RNUDþRYiQt
(A) 10 80
9\YROiQtREVDKXSURPČQQp$ 3RNUDþRYiQt (A) 8
6PD]iQtREVDKXSURPČQQp$  (STO) (A) 0
background
CZ – 13
1H]iYLVOiSDPČĢ0
9êVOHGN\YêSRþWXPĤåHWHSĜLGiYDWGRQH]iYLVOpSDPČWLQHERMHPĤåHWH
RGHþtWDW]QH]iYLVOpSDPČWL3RNXGMHYQH]iYLVOpSDPČWLXORåHQDMDNiNROL
KRGQRWDMLQiQHåQXOD]REUD]tVHQDGLVSOHMLÄ0³
6PD]iQtREVDKX0  (STO) (M) 0
3ĜLGiQtYêVOHGNXîGR0 3RNUDþRYiQt 5 50
2GHþWHQtYêVOHGNXRGREVDKX0
3RNUDþRYiQt 5 (M-) 15
9\YROiQtREVDKX0 3RNUDþRYiQt (M) 35
3R]QiPND3URPČQQi0 VHSRXåtYiSURQH]iYLVORXSDPČĢ
6PD]iQtREVDKXYãHFKSDPČWt
3DPČĢYêVOHGNĤ$QVQH]iYLVOiSDPČĢDREVDKSURPČQQêFKVHXFKRYi
LWHKG\NG\åVWLVNQHWHWODþtWNR ]PČQtWHUHåLPYêSRþWXQHERY\SQHWH
NDONXODþNX3RNXGFKFHWHVPD]DWREVDKYãHFKSDPČWtSRVWXSXMWHQiVOHGXMtFtP
]SĤVREHP
(CLR) (Memory) (Yes)
5R]NODGQDSUYRþLQLWHOH
9UHåLPX&203REHFQpYêSRþW\PĤåHWHUR]ORåLWNODGQpFHOpþtVORVPD[
þtVOLFHPLQDSUYRþLQLWHOHVPD[þtVOLFHPL
3URYHGHQtUR]NODGXþtVODQDSUYRþLQLWHOH
1014
(FACT)
.G\åSURYiGtWHUR]NODGQDSUYRþLQLWHOHXKRGQRW\NWHUiREVDKXMHþLQLWHOMHQåMH
SUYRþtVOHPVYtFHQHåþtVOLFHPLþiVWNWHURXQHO]HUR]ORåLWEXGHQDGLVSOHML
X]DYĜHQDY]iYRUNiFK
3URYHGHQtUR]NODGXQDSUYRþLQLWHOHþtVOD 
2
[
2
)
(FACT)
.WHUiNROL]QiVOHGXMtFtFKRSHUDFtXNRQþt]REUD]HQtYêVOHGNXUR]NODGXQD
SUYRþLQLWHOH
 6WLVNQČWHWODþtWNR (FACT) nebo .
6WLVNQXWtNWHUpKRNROL]QiVOHGXMtFtFKWODþtWHN nebo .
 3RXåLWtQDVWDYRYDFtQDEtGN\SUR]PČQXQDVWDYHQt~KORYpMHGQRWN\'HJ
5DG*UDQHERQDVWDYHQtþtVOLFQDGLVSOHML)L[6FL1RUP
3R]QiPND5R]NODGQDSUYRþLQLWHOHQHEXGHPRåQRSURYpVWMHVWOLåHMHQD
GLVSOHML]REUD]HQDGHVHWLQQiKRGQRWD]ORPHNQHER]iSRUQêYêVOHGHNYêSRþWX
3RNXGVHRWRSRNXVtWHY]QLNQHPDWHPDWLFNiFK\ED0DWK(55255R]NODG
QDSUYRþLQLWHOHQHEXGHPRåQRSURYpVWMHVWOLåHMHQDGLVSOHML]REUD]HQYêVOHGHN
YêSRþWXNWHUêSRXåtYi3RO5HF
background
CZ – 14
9êSRþW\IXQNFt
6NXWHþQpRSHUDFHSRPRFtMHGQRWOLYêFKIXQNFtQDMGHWHYþiVWLÄ3ĜtNODG\³
XYHGHQp]DQiVOHGXMtFtPVH]QDPHP
ʌʌVH]REUD]XMHMDNRDOHSURYQLWĜQtYêSRþW\VHSRXåtYiʌ =
3.14159265358980.
: VH]REUD]XMHMDNRDOHSURYQLWĜQtYêSRþW\VHSRXåtYi =
2.71828182845904.
VLQFRVWDQVLQ

FRV

WDQ

7ULJRQRPHWULFNpIXQNFH3ĜHGSURYHGHQtP
YêSRþWĤXUþHWH~KORYRXMHGQRWNX9L]
.
VLQKFRVKWDQKVLQK

FRVK

WDQK

+\SHUEROLFNpIXQNFH9ORåWHIXQNFL
]QDEtGN\NWHUiVH]REUD]tSRVWLVNQXWtWODþtWND
1DVWDYHQt~KORYpMHGQRWN\
QHRYOLYĖXMHYêSRþW\9L]
.
°
UJ
7\WRIXQNFHXUþXMt~KORYRXMHGQRWNXXUþXMHVWXSQČ
r
UDGLiQ\D
g
grady.
9ORåWHIXQNFL]QDEtGN\NWHUiVH]REUD]tSRSURYHGHQtQiVOHGXMtFtFKRSHUDFt
VWODþtWN\
'5*Ź9L] .
 ([SRQHQFLiOQtIXQNFH8YČGRPWHVLSURVtPåHPHWRGDYNOiGiQtMHRGOLãQi
Y]iYLVORVWLQDWRP]GDSRXåtYiWHSĜLUR]HQp]REUD]HQtQHEROLQHiUQt]REUD]HQt9L]
.
ORJ/RJDULWPLFNiIXQNFH3RXåLMWHWODþtWNR SURYORåHQtORJ
a
b jako log (ab).
Pokud pro aQLFQH]DGiWHMHYHYêFKR]tPQDVWDYHQt]iNODG.3UR]DGiQt
O]HURYQČåSRXåtWWODþtWNR
DYãDNSRX]HYUHåLPXSĜLUR]HQpKR]REUD]HQt
9WDNRYpPSĜtSDGČPXVtWHYORåLWKRGQRWXSUR]iNODG9L]
.
9VWXS3ĜLUR]HQêORJDULWPXVR]iNODGXe. Viz
.
2

3
    

0RFQLQ\RGPRFQLQ\DSĜHYUiFHQpKRGQRW\8YČGRPWH
VLSURVtPåHPHWRGDYNOiGiQtMHSUR
  a RGOLãQiY]iYLVORVWLQDWRP
]GDSRXåtYiWHSĜLUR]HQp]REUD]HQtQHEROLQHiUQt]REUD]HQt9L]
.
3R]QiPND1iVOHGXMtFtIXQNFHQHO]HYORåLWYQiVOHGQpPSRĜDGtx
2
x
3
 
1
3RNXGYORåtWHQDSĜtNODG NRQHþQi EXGHLJQRURYiQD3URYORåHQt
YORåWH VWLVNQČWHWODþtWNR DSDNVWLVNQČWHWODþtWNR ( )
3RO5HF3RONRQYHUWXMHSUDYR~KOpVRXĜDGQLFHQDSROiUQtVRXĜDGQLFH]DWtPFR
5HFNRQYHUWXMHSROiUQtVRXĜDGQLFHQDSUDYR~KOpVRXĜDGQLFH9L]
.
3UDYR~KOp
VRXĜDGQLFH5HF
3ROiUQt
VRXĜDGQLFH3RO
3ĜHGSURYHGHQtPYêSRþWĤXUþHWH
~KORYRXMHGQRWNX
-HGQRWOLYpYêVOHGN\YêSRþWXSUR
r a 6 a pro x a yMVRXSĜLĜD]HQ\
SĜtVOXãQêP]SĤVREHPSURPČQQêP
;D<9êVOHGHNYêSRþWX˥ se
]REUD]XMHYUR]VDKX˥

x!: Funkce faktoriálu. Viz
.
$EV)XQNFHDEVROXWQtKRGQRW\8YČGRPWHVLSURVtPåHPHWRGDYNOiGiQtMHRGOLãQi
Y]iYLVORVWLQDWRP]GDSRXåtYiWHSĜLUR]HQp]REUD]HQtQHEROLQHiUQt]REUD]HQt9L]
.
5DQ*HQHUXMHFLIHUQpSVHXGRQiKRGQpþtVORNWHUpMHPHQãtQHå9êVOHGHN
VHYUHåLPXSĜLUR]HQpKR]REUD]HQt]REUD]tMDNR]ORPHN9L]
.
5DQOQW3URYORåHQtIXQNFHYHWYDUX5DQOQWab), která generuje náhodné
FHOpþtVORYUR]VDKXaDåb. Viz
.
background
CZ – 15
n3r, nCr: Funkce permutace (nPr) a kombinace (nCr). Viz .
5QG$UJXPHQWWpWRIXQNFHMHSĜHYHGHQQDGHVHWLQQRXKRGQRWXDSDN
]DRNURXKOHQSRGOHDNWXiOQtKRQDVWDYHQtSRþWXþtVOLFQDGLVSOHML1RUP)L[QHER
6FL3ĜLQDVWDYHQt1RUPQHER1RUPMHDUJXPHQW]DRNURXKOHQQDþtVOLF
3ĜLQDVWDYHQt)L[D6FLMHDUJXPHQW]DRNURXKOHQQDVSHFL¿NRYDQRXþtVOLFL3ĜL
QDVWDYHQtSRþWXþtVOLFQDGLVSOHMLQDSĜtNODG)L[MHYêVOHGHNYêSRþWX·
]REUD]HQMDNR]DWtPFRNDONXOiWRUXGUåXMHSURYêSRþHWYQLWĜQČKRGQRWX
þtVOLF9SĜtSDGČ5QG· QDVWDYHQt)L[
EXGH]REUD]HQRXKRGQRWRXLYQLWĜQtKRGQRWRXNDONXODþN\þtVOR=WRKRWR
GĤYRGXVpULHYêSRþWĤY\SURGXNXMHRGOLãQpYêVOHGN\Y]iYLVORVWLQDWRP]GDVH
SRXåtYiIXQNFH5QG5QG·î þLQLNROL·î 
Viz
.
3R]QiPND3RXåtYiQtIXQNFtPĤåHYêSRþHW]SRPDOLWFRåPĤåH]SR]GLW
]REUD]HQtYêVOHGNX1HSURYiGČMWHåiGQRXQiVOHGQRXRSHUDFLEČKHPGRE\NG\
þHNiWHQD]REUD]HQtYêVOHGNXYêSRþWX3URSĜHUXãHQtSRNUDþXMtFtKRYêSRþWX
SĜHG]REUD]HQtPMHKRYêVOHGNĤVWLVNQČWHWODþtWNR
.
3ĜtNODG\
VLQ  30 0.5
sin
-1
  (sin
-1
) 0.5 30
VLQK  (sinh) 1 1.175201194
cosh
-1
1 = 0 (cosh
-1
) 1 0
ʌUDGLiQĤ JUDGĤ 
(ʌ) 2 '5*Ź (
r
) 90
50
'5*Ź (
g
) 45
9êSRþHW ×QDWĜLSODWQpþtVOLFH6FL
(SETUP) (Sci)
( ) 5 2 2.97×10
2
( ) 5 2 2.97×10
2
log
10
1000 = log 1000 = 3 1000 3
log
2
16 = 4 2  4
2 16 4
9êSRþHW,Q  QDWĜLSODWQpþtVOLFH6FL
(SETUP) (sci) 90 4.50×10
0
î
3
= 1200 1.2 10 3 1200
(1+1)
2+2
= 16 1 1 2 2 16
(5
2
)
3
= 15625 5 15625
= 2 ( ) 5 32 2
5 ( ) 32 2
background
CZ – 16
9êSRþHW × 3 (= 3  QDWĜLGHVHWLQQiPtVWD
)L[
(SETUP) ),; 2 3 3
4.243
2 3 4.243
.RQYHU]HSUDYR~KOêFKVRXĜDGQLF  QDSROiUQtVRXĜDGQLFH
(POL) 2  2 U ˥ 
(POL) 2  2 U 
˥ 
.RQYHU]HSROiUQtFKVRXĜDGQLF  QDSUDYR~KOp
VRXĜDGQLFH
(Rec) 2  ; < 
(5 + 3) ! = 40320 5 3 ; 40320
|2 - 7| × 2 = 10
2 7 2 10
2 7 2 10
=tVNiQtWĜtQiKRGQêFKFLIHUQêFKFHOêFKþtVHO
1000
(Ran#) 459
48
117
=GH]REUD]HQpYêVOHGN\VORXåtSRX]HNLOXVWUDFL6NXWHþQpYêVOHGN\VHEXGRX
OLãLW
*HQHURYiQtQiKRGQêFKFHOêFKþtVHOYUR]VDKXDå
(RanInt) 1  2
6
1
=GH]REUD]HQpYêVOHGN\VORXåtSRX]HNLOXVWUDFL6NXWHþQpYêVOHGN\VHEXGRX
OLãLW
8UþHQtSRþWXPRåQêFKSHUPXWDFtDNRPELQDFtSĜLYêEČUXRVRE]H
skupiny 10 osob
Permutace: 10
(nPr) 4 5040
Kombinace: 10
(nCr) 4 210
3URYHGHQtQiVOHGXMtFtFKYêSRþWĤNG\åMH]YROHQRQDVWDYHQt)L[SUR
SRþHWþtVOLFQDGLVSOHML·îD5QG·î
(SETUP) )L[ 10 3 3 10.000
(Rnd) 10 3 3 9.999
background
CZ – 17
6WDWLVWLFNpYêSRþW\67$7
3URVSXãWČQtVWDWLVWLFNpKRYêSRþWXSURYHćWHRSHUDFLVWODþtWN\ (STAT)
SURDNWLYDFLUHåLPX67$7VWDWLVWLFNpYêSRþW\DSDNSRXåLMWH]REUD]HQRX
REUD]RYNXSURYêEČUW\SXYêSRþWXNWHUêFKFHWHSURYpVW
9ROEDW\SXVWDWLVWLFNpKRYêSRþWX
5HJUHVQtY]RUHF]REUD]HQêY]iYRUNiFK
6WLVNQČWHWRWR
WODþtWNR
-HGQRGXFKiSURPČQQi;
(1 -VAR)
3iURYiSURPČQQi;<OLQHiUQtUHJUHVHy = A + B
)
$%;
3iURYiSURPČQQi;<NYDGUDWLFNiUHJUHVH
(y = A + B
+ C
2
)
B&;
2
)
3iURYiSURPČQQi;<ORJDULWPLFNiUHJUHVH
(y = A + Bln
)
OQ;
3iURYiSURPČQQi;<
H[SRQHQFLiOQtUHJUHVH
(y = )
( )
3iURYiSURPČQQi;<abH[SRQHQFLiOQtUHJUHVH
(y = AB
x
)
$%A;
3iURYiSURPČQQi;<PRFQLQQiUHJUHVHy = A
B
)
$;A%
3iURYiSURPČQQi;<LQYHU]QtUHJUHVH
(y $%
)
;
3RVWLVNQXWtNWHUpKRNROL]YêãHXYHGHQêFKWODþtWHN
Då VH]REUD]tHGLWRU
Stat Editor.
3R]QiPND.G\åFKFHWH]PČQLWW\SYêSRþWXSRDNWLYDFLUHåLPX67$7
VWDWLVWLFNpYêSRþW\SURYHćWHRSHUDFLVWODþtWN\ (STAT) (Type) pro
]REUD]HQtREUD]RYN\SURYêEČUW\SXYêSRþWX
9NOiGiQtGDW
3RPRFtHGLWRUX6WDW(GLWRUYORåWHGDWD3URYHćWHQiVOHGXMtFtRSHUDFLVWODþtWN\
SUR]REUD]HQtHGLWRUX6WDW(GLWRU (STAT) (Data).
(GLWRU6WDWSRVN\WXMHĜiGNĤSURYNOiGiQtGDWSRNXGH[LVWXMHSRX]HVORXSHF
;ĜiGNĤSRNXGH[LVWXMtVORXSFH;D)5(4QHERVORXSFH;D<QHER
ĜiGNĤSRNXGH[LVWXMtVORXSFH;<D)5(4
3R]QiPND6ORXSHF)5(4þHWQRVWSRXåtYHMWHSURYNOiGiQtPQRåVWYt
þHWQRVWLLGHQWLFNêFKGDWRYêFKSRORåHN=REUD]HQtVORXSFH)5(4O]H]DSQRXW
]REUD]HQQHERY\SQRXWQHQt]REUD]HQSRPRFtQDVWDYHQt6WDW)RUPDW
)RUPiWVWDWLVWLN\YQDVWDYRYDFtQDEtGFH
9êEČUOLQHiUQtUHJUHVHDYORåHQtQiVOHGXMtFtFKGDW
(STAT) $%;
170 173 179
66 68 75
background
CZ – 18
'ĤOHåLWp9HãNHUiGDWDDNWXiOQČYORåHQiYHGLWRUX6WDW(GLWRUVHVPDåRX
YåG\NG\åXNRQþtWHUHåLP67$7VWDWLVWLFNpYêSRþW\SĜHSQHWHVHPH]LW\SHP
VWDWLVWLFNpKRYêSRþWXVMHGQRGXFKRXSURPČQQRXQHERSiURYRXSURPČQQRX
QHER]PČQtWHQDVWDYHQt6WDW)RUPDW)RUPiWVWDWLVWLN\YQDVWDYRYDFtQDEtGFH
1iVOHGXMtFtRSHUDFHQHMVRXHGLWRUHP6WDW(GLWRUSRGSRURYiQ\ 
0 6723RO5HFDYtFHQiVREQpSĜtND]\QHO]HURYQČåSRPRFt
editoru Stat Editor vkládat.
=PČQDGDWYEXĖFH9HGLWRUX6WDW(GLWRUSĜHVXĖWHNXU]RUQDEXĖNXNWHUi
REVDKXMHGDWDMHåFKFHWH]PČQLWYORåWHQRYiGDWDDSDNVWLVNQČWHWODþtWNR .
6PD]iQtĜiGNX9HGLWRUX6WDW(GLWRUSĜHVXĖWHNXU]RUQDĜiGHNMHQåFKFHWH
VPD]DWDSDNVWLVNQČWHWODþtWNR
.
9ORåHQtĜiGNX9HGLWRUX6WDW(GLWRUSĜHVXĖWHNXU]RUQDPtVWRNGHFKFHWH
YORåLWĜiGHNDSDNSURYHćWHQiVOHGXMtFtRSHUDFLVWODþtWN\ (STAT)
(Edit) (Ins).
6PD]iQtYHãNHUpKRREVDKXHGLWRUX6WDW(GLWRUV editoru Stat Editor
SURYHćWHQiVOHGXMtFtRSHUDFLVWODþtWN\ (STAT) (Edit) (Del-A).
=tVNiQtVWDWLVWLFNêFKKRGQRW]YORåHQêFKGDW
3UR]tVNiQtVWDWLVWLFNêFKKRGQRWVWLVNQČWHYRNDPåLNXNG\VHQDFKi]tWH
YHGLWRUX6WDW(GLWRUWODþtWNR DSDNY\YROHMWHSRåDGRYDQRXVWDWLVWLFNRX
SURPČQQRXı[Ȉ[
2
DSRG3RGSRURYDQpVWDWLVWLFNpSURPČQQpDWODþtWND
NWHUiE\VWHPČOLVWLVNQRXWSURMHMLFKY\YROiQtMVRXXYHGHQ\QtåH3URVWDWLVWLFNp
YêSRþW\VMHGQRGXFKRXSURPČQQRXMVRXNGLVSR]LFLSURPČQQpR]QDþHQp
KYČ]GLþNRX
6RXþHWː
2
ː ː
2
ː ː ː
3
ː
2
ː
4
(STAT) (Sum) Då
3RþHWSRORåHNn*3UĤPČU ٦6PČURGDWQiRGFK\OND]iNODGQtKR
VRXERUX˰ *˰y, 9êEČURYiVPČURGDWQiRGFK\ONDS 6
(STAT) (Var) Då
0LQLPiOQtKRGQRWDPLQ;PLQ<0D[LPiOQtKRGQRWDPD[;PD[<
(STAT) 0LQ0D[ Då
.G\åMH]YROHQVWDWLVWLFNêYêSRþHWVMHGQRGXFKRXSURPČQQRX
(STAT) 0LQ0D[ Då .G\åMH]YROHQVWDWLVWLFNêYêSRþHW
VSiURYRXSURPČQQRX
5HJUHVQtNRH¿FLHQW\$%.RUHODþQtNRH¿FLHQWr, 2GKDGRYDQpKRGQRW\
(STAT) (Reg) Då
5HJUHVQtNRH¿FLHQW\SURNYDGUDWLFNRXUHJUHVL$%&2GKDGRYDQp
KRGQRW\ 
(STAT) (Reg) Då
 9L]WDEXONDQD]DþiWNXWpWRþiVWLSĜtUXþN\NGHQDMGHWHUHJUHVQtY]RUFH
  D QHMVRXSURPČQQp-VRXWRSĜtND]\W\SXNWHUêEHUHDUJXPHQW
EH]SURVWĜHGQČSĜHGQLPL'DOãtLQIRUPDFHQDMGHWHYþiVWLÄ9êSRþHW
RGKDGRYDQêFKKRGQRW³
3URYORåHQtGDWMHGQRGXFKpSURPČQQpx ^`
VSHFL¿NXMWHSRPRFtVORXSFH)5(4SRþHWRSDNRYiQtMHGQRWOLYêFKSRORåHN
^ n; frekvn` ^`DY\SRþWČWHSUĤPČUDVPČURGDWQRX
RGFK\ONX]iNODGQtKRVRXERUX
(SETUP) (STAT) (ON)
background
CZ – 19
(STAT) (1-VAR)
1 2 3 4 5
1 2 3 2
(STAT) (Var) ( )
(STAT) (Var) (xın)
9êVOHGN\3UĤPČU6PČURGDWQiRGFK\OND]iNODGQtKRVRXERUX
9êSRþHWNRUHODþQtFKNRH¿FLHQWĤOLQHiUQtUHJUHVHDORJDULWPLFNpUHJUHVH
SURQiVOHGXMtFtGDWDSiURYpSURPČQQpDXUþHQtUHJUHVQtKRY]RUFHSUR
QHMVLOQČMãtNRUHODFLxy) =
1DVWDYWHSURYêVOHGN\)L[WĜLGHVHWLQQiPtVWD
(SETUP) (STAT) (OFF)
(SETUP) )L[
(STAT) $%;
20 110 200 290
3150 7310 8800 9310
(STAT) (Reg) (r)
(STAT) (Type) OQ;
(STAT) (Reg) (r)
(STAT) (Reg) (A)
(STAT) (Reg) (B)
9êVOHGN\.RUHODþQtNRH¿FLHQWOLQHiUQtUHJUHVH
.RUHODþQtNRH¿FLHQWORJDULWPLFNpUHJUHVH
Vzorec logaritmické regrese: = -3857.984 + 2357.532ln
9êSRþHWRGKDGRYDQêFKKRGQRW
1D]iNODGČUHJUHVQtKRY]RUFH]tVNDQpKRVWDWLVWLFNêPYêSRþWHPVSiURYRX
SURPČQQRXO]HY\SRþtWDWRGKDGRYDQRXKRGQRWXy pro danou hodnotu x.
3ĜtVOXãQRXKRGQRWXxGYČKRGQRW\
1
a
2
,YSĜtSDGČNYDGUDWLFNpUHJUHVHO]H
URYQČåY\SRþtWDWSURKRGQRWX YUHJUHVQtPY]RUFL
8UþHQtRGKDGRYDQpKRGQRW\SURyNG\åx =YUHJUHVQtPY]RUFL
Y\WYRĜHQpPORJDULWPLFNRXUHJUHVtGDWY 6SHFL¿NXMWHSURYêVOHGHN)L[
3URYHćWHQiVOHGXMtFtRSHUDFLSRGRNRQþHQtRSHUDFtY .)
160 (STAT) (Reg) ( )
9êVOHGHN 8106.898
'ĤOHåLWp9êSRþW\UHJUHVQtKRNRH¿FLHQWXNRUHODþQtKRNRH¿FLHQWX
DRGKDGRYDQpKRGQRW\PRKRXYSĜtSDGČåHH[LVWXMHYHONêSRþHWGDWRYêFK
SRORåHNWUYDWGRVWLGORXKR
background
CZ – 20
9\WYRĜHQtWDEXON\þtVHO]IXQNFH
7$%/(
5HåLP7$%/(WDEXONDþtVHOJHQHUXMHWDEXONXþtVHOSURx a SRPRFt
YORåHQpIXQNFHf(x) .
3URJHQHURYiQtWDEXON\þtVHOSURYHćWHQiVOHGXMtFtNURN\
 $NWLYXMWHUHåLP7$%/(WDEXONDþtVHO
VWLVNQČWHWODþtWNR
 9ORåWHIXQNFLYHIRUPiWX NWHUêSRXåtYiSURPČQQRX;
3ĜLJHQHURYiQtWDEXON\þtVHO]DMLVWČWHDE\E\ODYORåHQDSURPČQQi;
( ;6MDNRXNROLYMLQRXSURPČQQRXQHå;VH]DFKi]tMDNR
s konstantou.
3ROD5HFQHO]HYWpWRIXQNFLYORåLW
 -DNRRGH]YXQD]REUD]HQpYê]Y\YORåWHKRGQRW\NWHUpFKFHWHSRXåtYDWSR
NDåGpKRGQRWČVWLVNQČWHWODþtWNR
.
3URWXWRYê]YX 9ORåWHWRWR
6WDUW"=DþiWHN" 9ORåWHGROQtOLPLW;YêFKR]t 
End? (Konec?) 9ORåWHKRUQtOLPLW;YêFKR]t 
3R]QiPND=DMLVWČWHDE\E\ODKRGQRWD(QG.RQHF
YåG\YČWãtQHåKRGQRWD6WDUW=DþiWHN
Step? (Krok?) 9ORåWHNURNSĜtUĤVWNXYêFKR]t 
3R]QiPND3DUDPHWU6WHS.URNXUþXMHRNROLNE\VH
PČODKRGQRWD6WDUW=DþiWHNSĜLJHQHURYiQtWDEXON\
þtVHOSRVWXSQČ]Y\ãRYDW3RNXGVSHFL¿NXMHWH6WDUW 
D6WHS GRVWDQH;SRVWXSQČSĜLĜD]HQ\KRGQRW\
DWGDE\VHY\JHQHURYDODWDEXONDþtVHODåGR
GRVDåHQtKRGQRW\(QG.RQHF
 3RYORåHQtKRGQRW\6WHS.URNDVWLVNQXWtWODþtWND
se vygeneruje
D]REUD]tWDEXONDþtVHOSRGOHVSHFL¿NRYDQêFKSDUDPHWUĤ
 3RNXGEČKHPGRE\NG\MH]REUD]HQDREUD]RYNDVWDEXONRXþtVHOVWLVNQHWH
WODþtWNR YUiWtWHVHQDREUD]RYNXSURYORåHQtIXQNFHYNURNX
9\JHQHURYiQtWDEXON\þtVHOSURIXQNFL =
2
+ pro rozsah
-1 ]Y\ãRYDQpSRNURFtFK
(TABLE)
; 1 2
1 1 0.5
3R]QiPND2EUD]RYNXVWDEXONRXþtVHOPĤåHWHSRXåtWSRX]HSURSURKOtåHQt
KRGQRW2EVDKWDEXON\QHO]HHGLWRYDW2SHUDFHJHQHURYiQtWDEXON\þtVHO
]SĤVREt]PČQXREVDKXSURPČQQp;
'ĤOHåLWp)XQNFHNWHURXYORåtWHSURJHQHURYiQtWDEXON\þtVHOVHVPDåHYåG\
NG\åYUHåLPX7$%/(WDEXONDþtVHO]REUD]tWHQDVWDYRYDFtQDEtGNXDSĜHSQHWH
VHPH]LSĜLUR]HQêP]REUD]HQtPDOLQHiUQtP]REUD]HQtP
background
CZ – 21
5R]VDK\YêSRþWĤSRþHWþtVOLF
DSĜHVQRVW
5R]VDKYêSRþWXSRþHWþtVOLFSRXåtYDQêSURYQLWĜQtYêSRþHWDSĜHVQRVWYêSRþWX
]iYLVtQDW\SXSURYiGČQpKRYêSRþWX
5R]VDKDSĜHVQRVWYêSRþWX
5R]VDKYêSRþWX ±1 × 10
-99
WRî
99
nebo 0
3RþHWþtVOLFSUR
YQLWĜQtYêSRþHW
þtVOLF
3ĜHVQRVW 2EHFQČQDþtVOLFLSURMHGQRGXFKêYêSRþHW
3ĜHVQRVWSURH[SRQHQFLiOQt]REUD]HQtMHQD
QHMPpQČYê]QDPQpþtVOLFL&K\E\MVRXYSĜtSDGČ
QiVOHGQêFKYêSRþWĤNXPXODWLYQt
9VWXSQtUR]VDK\DSĜHVQRVWSĜLYêSRþWXIXQNFt
)XQNFH 9VWXSQtUR]VDK
sin
DEG 0 | _î
9
RAD 0 | _
GRA 0 |
_î
10
cos
DEG 0 [ _î
9
RAD 0 | _
GRA 0 |
_î
10
tan
DEG
6WHMQČMDNRVLQ VYêMLPNRXVLWXDFHNG\_ | = (2 -1) × 90.
RAD
6WHMQČMDNRVLQ VYêMLPNRXVLWXDFHNG\_ | = (2 -1) × ʌ/2.
GRA
6WHMQČMDNRVLQ VYêMLPNRXVLWXDFHNG\_ | = (2 -1) × 100.
sin
-1
0 | | 1
cos
-1
tan
-1
0 | | î
99
sinh
0 | | 
cosh
sinh
-1
0 | | î
99
cosh
-1
1 î
99
tanh
0 [ | î
99
tanh
-1
0 [ | î
-1
ORJ[OQ
 î
99
10
[
î
99

î
99

0 ู î
100
2
| _î
50
-1
| _î 10
100
; 0
| _î
100
background
CZ – 22
!0 69 ( MHFHOpþtVOR
nPr
0 nî
10
 r n (n, r MVRXFHOiþtVOD
1 ^nn-r`î
100
nCr
0 nî
10
 r n (n, rMVRXFHOiþtVOD
1 nrî
100
nebo 1 nn-r)î
100
Pol(  )
|
__ | î
99
î
99
Rec(rș)
0 ูrูî
99
˥6WHMQČMDNRVLQ
ƍƎ
|a|, b, c < 1 × 10
100
; 0 b, c
Druhá hodnota na displeji má chybu ±1 na druhém desetin-
QpPPtVWČ
ĸ
ƍƎ
|
_î
100
Konverze desetinné ãHGHViWNRYpþtVOR
ƍƎ | | ƍƎ
y
> 0: -1 × 10
100
 log 
= 0: > 0
 = , (  MVRXFHOiþtVOD
Ale: -1 × 10
100
\ORJ_ _
y > 0: î
100
 ORJ\
y = 0: > 0
y
= 2  ( 0; m, nMVRXFHOiþtVOD
Ale: -1 × 10
100
 log | _
a
b
/
c
&HONRYêSRþHWþtVOLFXFHOpKRþtVODþLWDWHOHDMPHQRYDWHOH
PXVtEêWPD[þtVOLFYþHWQČ]QDþHNGČOHQt
Ranlnt#(ab) a < b_a__b_î
10
; b - aî
10
 3ĜHVQRVWMHYSRGVWDWČVWHMQiMDNRSĜHVQRVWSRSVDQiYHYêãHXYHGHQpþiVWL
Ä5R]VDKDSĜHVQRVWYêSRþWX³
• Funkce typu
y
,   !, nPr, nCrY\åDGXMtQiVOHGQêYQLWĜQtYêSRþHW
NWHUêPĤåH]SĤVRELWKURPDGČQtFK\ENWHUpVHY\VN\WQRXSĜLMHGQRWOLYêFK
YêSRþWHFK
 &K\E\MVRXNXPXODWLYQtDPDMtWHQGHQFLVH]YČWãRYDWYEOt]NRVWL
VLQJXOiUQtKRERGXDLQÀH[QtKRERGXIXQNFH
 5R]VDKSURYêVOHGN\YêSRþWXNWHUêO]H]REUD]LWYHWYDUXʌYUHåLPX
SĜLUR]HQpKR]REUD]HQtMH, O
6
8YČGRPWHVLYãDNSURVtPåH]REUD]HQt
QČNWHUêFKYêVOHGNĤYêSRþWXYHWYDUXʌPĤåHEêW]QHPRåQČQRYQLWĜQt
FK\ERXYêSRþWX=HVWHMQpKRGĤYRGXVHPĤåHURYQČåVWiWåHYêVOHGN\
YêSRþWXNWHUpE\PČO\EêWYGHVHWLQQpPWYDUXVH]REUD]tYHWYDUXn.
&K\E\
.G\NROLYVHEČKHPYêSRþWX]MDNpKRNROLGĤYRGXY\VN\WQHFK\ED]REUD]t
NDONXODþNDFK\ERYRX]SUiYX=REUD]HQRXFK\ERYRX]SUiYXPĤåHWHXNRQþLW
GYČPD]SĤVRE\6WLVNQXWtPWODþtWND nebo SUR]REUD]HQtPtVWDFK\E\
QHERVWLVNQXWtPWODþtWND SURVPD]iQt]SUiY\DYêSRþWX
background
CZ – 23
=REUD]HQtPtVWDFK\E\
%ČKHPGRE\NG\MH]REUD]HQDFK\ERYi]SUiYDVWLVNQČWHWODþtWNR nebo
SURQiYUDWQDREUD]RYNXYêSRþWX.XU]RUEXGHXPtVWČQGRPtVWDNGHVH
Y\VN\WODFK\EDDSĜtVWURMEXGHSĜLSUDYHQNHYNOiGiQtGDW3URYHćWHQH]E\WQp
NRUHNFHYêSRþWXDSURYHćWH]QRYXYêSRþHW
.G\åRP\OHPYORåtWH·î QDPtVWR·î 
14 0 2
(nebo )
1
6PD]iQtFK\ERYp]SUiY\
%ČKHPGRE\NG\MH]REUD]HQDFK\ERYi]SUiYDVWLVNQČWHWODþtWNR pro
QiYUDWQDREUD]RYNXYêSRþWX8YČGRPWHVLSURVtPåHWtPWRURYQČåVPDåHWH
YêSRþHWREVDKXMtFtGDQRXFK\EX
&K\ERYp]SUiY\
0DWK(55250DWHPDWLFNiFK\ED
3ĜtþLQD0H]LYêVOHGHNQHER¿QiOQtYêVOHGHNSURYiGČQpKRYêSRþWXSĜHVDKXMH
SRYROHQêUR]VDKYêSRþWX9iãYVWXSSĜHVDKXMHSRYROHQêUR]VDKYVWXSX
]HMPpQDSĜLSRXåLWtIXQNFt3URYiGČQêYêSRþHWREVDKXMHQHSODWQRX
PDWHPDWLFNRXRSHUDFLQDSĜGČOHQtQXORX
$NFH=NRQWUROXMWHYORåHQpKRGQRW\VQLåWHSRþHWþtVOLFD]NXVWHWR]QRYX
.G\åSRXåtYiWHMDNRDUJXPHQWIXQNFHQH]iYLVORXSDPČĢQHERSURPČQQRX
]DMLVWČWHDE\E\ODKRGQRWDYSDPČWLQHERKRGQRWDSURPČQQpYUiPFL
povoleného rozsahu pro danou funkci.
6WDFN(5525&K\ED]iVREQtNX
3ĜtþLQD3URYiGČQêYêSRþHW]SĤVRELOåHE\ODSĜHNURþHQDNDSDFLWD]iVREQtNX
þtVHOQHER]iVREQtNXSĜtND]Ĥ
$NFH=MHGQRGXãWHSRþtWDQêYêUD]WDNDE\QHSĜHNUDþRYDONDSDFLWX
]iVREQtNX=NXVWHUR]GČOLWYêSRþHWGRGYRXQHERYtFHþiVWt
6\QWD[(55256\QWDNWLFNiFK\ED
3ĜtþLQD1DVWDOSUREOpPVIRUPiWHPSURYiGČQpKRYêSRþWX
$NFH3URYHćWHQH]E\WQpNRUHNFH
,QVXႈFLHQW0(0(UURU&K\EDQHGRVWDWNXSDPČWL
3ĜtþLQD.RQ¿JXUDFHSDUDPHWUĤUHåLPX7$%/(WDEXONDþtVHO]SĤVRELODåH
E\ORSURWDEXONXY\JHQHURYiQRYtFHQHåKRGQRW;
$NFH1DVWDYWHXåãtUR]VDKSURYêSRþHWWDEXON\]PČQRXKRGQRW6WDUW
=DþiWHN(QG.RQHFD6WHS.URND]NXVWHWR]QRYX
background
CZ – 24
$UJXPHQW(5525&K\EDDUJXPHQWX
3ĜtþLQD'RIXQNFHQiKRGQpKRþtVOD5DQOQWE\OYORåHQQHFHORþtVHOQê
argument.
$NFH-DNRDUJXPHQW]DGiYHMWHSRX]HFHOiþtVOD
3ĜHGWtPQHåSRåiGiWHRRSUDYX
NDONXODþN\«
3RNXGNG\NROLYEČKHPYêSRþWXQDVWDQHFK\EDQHERSRNXGQHVSOĖXMtYêVOHGN\
YêSRþWXYDãHRþHNiYiQtSURYHćWHQiVOHGXMtFtNURN\3RNXGMHGHQNURN
QHY\ĜHãtYiãSUREOpPSĜHMGČWHNGDOãtPXNURNX
8YČGRPWHVLSURVtPåHSĜHGSURYHGHQtPWČFKWRNURNĤE\VWHVLPČOLXGČODW
VDPRVWDWQpNRSLHGĤOHåLWêFKGDW
 =NRQWUROXMWHSRþtWDQêYêUD]DE\VWHVHXMLVWLOLåHQHREVDKXMHåiGQpFK\E\
 8MLVWČWHVHåHSRXåtYiWHVSUiYQêUHåLPSURW\SYêSRþWXNWHUê]NRXãtWH
provést.
 3RNXGYêãHXYHGHQpNURN\QHY\ĜHãtYiãSUREOpPVWLVNQČWHWODþtWNR
.DONXODþNDVSXVWtUXWLQXNWHUi]NRQWUROXMH]GDYêSRþHWQtIXQNFHIXQJXMt
VSUiYQČ3RNXGNDONXODþNDREMHYtQČMDNêQHREY\NOêVWDYDXWRPDWLFN\
LQLFLDOL]XMHUHåLPYêSRþWXDVPDåHREVDKSDPČWL3RGUREQpLQIRUPDFH
RLQLFLDOL]DFLQDVWDYHQtQDMGHWHYþiVWLÄ.RQ¿JXUDFHQDVWDYHQtNDONXODþN\³
 3URYHćWHLQLFLDOL]DFLYãHFKUHåLPĤDQDVWDYHQtSURYHGHQtPQiVOHGXMtFt
operace: (CLR) (Setup) (Yes).
9êPČQDEDWHULH
9\ELWiEDWHULHMHLQGLNRYiQDQHMDVQêPGLVSOHMHPNWHUêSĜHWUYiYiLSRQDVWDYHQt
NRQWUDVWXQHERWtPåHVHþtVOLFHQH]REUD]tQDGLVSOHMLRNDPåLWČSR]DSQXWt
NDONXODþN\3RNXGNWRPXGRMGHY\PČĖWHEDWHULL]DQRYRX
'ĤOHåLWp9\MPXWtEDWHULH]SĤVREtåHVHVPDåHYHãNHUêREVDKSDPČWL
NDONXODþN\
 3URY\SQXWtNDONXODþN\VWLVNQČWHWODþtWNR
(OFF).
$E\VWH]DMLVWLOLåHEČKHPYêPČQ\EDWHULHQiKRGQČQH]DSQHWHQDSiMHQt
NDONXODþN\SRVXĖWHSHYQpSRX]GURQDSĜHGQtþiVWNDONXODþN\
 =SĤVREHPXYHGHQêPQDREUi]NXRGVWUDĖWHNU\WDY\PČĖWHEDWHULLGiYHMWH
SR]RUDE\E\O\SyO\SOXVDPLQXVVSUiYQČRULHQWRYiQ\
 9UDĢWHNU\WQDVYpPtVWR
 3URYHćWHLQLFLDOL]DFLNDONXOiWRUX
(CRL) (All) (Yes)
1HSĜHVNDNXMWHYêãHXYHGHQêNURN
background
CZ – 25
7HFKQLFNp~GDMH
3RåDGDYN\QDQDSiMHQtCR2032 ×1
6SRWĜHEDHQHUJLH:
3URYR]QtWHSORWD&Då&
5R]PČU\19 (V) × 84 (Š) × 165 (H) mm
ýDVWRNODGHQpGRWD]\
ý -DN]DMLVWLWYNOiGiQtD]REUD]RYiQtYêVOHGNĤVWHMQêP]SĤVREHPMDNêP
MVHPWRGČODOXPRGHOXNWHUêQHPiUHåLPSĜLUR]HQpKR]REUD]HQt"
3URYHćWHQiVOHGXMtFtRSHUDFHVWODþtWN\
(SETUP) (LinelO).
'DOãtLQIRUPDFHQDMGHWHYþiVWLÄ.RQ¿JXUDFHQDVWDYHQtNDONXODþN\³QD
VWUDQČ(
ý -DN]PČQLW]REUD]RYiQtYêVOHGNX]HWYDUX]ORPNXQDGHVHWLQQêWYDU"
-DN]PČQLW]REUD]RYiQtYêVOHGNXRSHUDFHGČOHQt]HWYDUX]ORPNXQD
GHVHWLQQêWYDU"
3RVWXSQDMGHWHYþiVWLÄ3ĜHStQiQtYêVOHGNĤYêSRþWX³QDVWUDQČ(
ý -DNêMHUR]GtOPH]LSDPČWtYêVOHGNĤ$QVQH]iYLVORXSDPČWtDSDPČWt
SURPČQQêFK"
.DåGi]WČFKWRW\SĤSDPČWtIXQJXMHMDNRÄNRQWHMQHU³SURGRþDVQpXNOiGiQt
jednoduché hodnoty.
3DPČĢYêVOHGNĤ$QV8NOiGiYêVOHGHNQDSRVOHG\SURYHGHQpKRYêSRþWX
3RXåtYHMWHWXWRSDPČĢSURSĜHQHVHQtYêVOHGNXMHGQRKRYêSRþWXGRGDOãtKR
YêSRþWX
1H]iYLVOiSDPČĢ3RXåtYHMWHWXWRSDPČĢSURVKUQXWtYêVOHGNĤ
YtFHQiVREQêFKYêSRþWĤ
3URPČQQp7DWRSDPČĢMHXåLWHþQiWHKG\NG\åSRWĜHEXMHWHSRXåtW
QČNROLNUiWVWHMQRXKRGQRWXYMHGQRPQHERYtFHYêSRþWHFK
ý -DNpRSHUDFHVWODþtWN\PiPSURYpVWSURSĜHFKRG]UHåLPX67$7
VWDWLVWLFNpYêSRþW\QHERUHåLPX7$%/(WDEXONDþtVHOGRUHåLPXYH
NWHUpPO]HSURYiGČWDULWPHWLFNpYêSRþW\"
6WLVNQČWHWODþtWNR (COMP).
ý -DNYUiWLWNDONXODþNXGRSRþiWHþQtKRYêFKR]tKRQDVWDYHQt"
3URYHćWHQiVOHGXMtFtRSHUDFH (CLR) (Setup) (Yes)
ý .G\åSURYiGtPYêSRþHWIXQNFHSURþGRVWDQXYêVOHGHNYêSRþWXNWHUê
MH]FHODRGOLãQêRGYêVOHGNXQDVWDUãtFKPRGHOHFKNDONXODþHN"
8PRGHOXVSĜLUR]HQêP]REUD]HQtP1DWXUDO7H[WERRN'LVSOD\PXVtEêW
DUJXPHQWIXQNFHNWHUiSRXåtYi]iYRUN\QiVOHGRYiQX]DYtUDFt]iYRUNRX
3RNXGQHVWLVNQHWHSRYORåHQtDUJXPHQWXWODþtWNR SURX]DYĜHQt]iYRUN\
PRKRXVHMDNRþiVWDUJXPHQWX]DKUQRXWQHåiGRXFtKRGQRW\QHERYêUD]\
3ĜtNODGVLQ
6WDUãtPRGHO 30 15 15.5
0RGHOVSĜLUR]HQêP]REUD]HQtP1DWXUDO7H[WERRN'LVSOD\ 30
15 15.5
3RNXG]GHQHVWLVNQHWHWODþtWNR EXGHYêVOHGNHPYêSRþHWVLQ
30 15 0.7071067812
background
CZ – 26
32.<1<$,1)250$&(./,.9,'$&,2%$/29é&+
0$7(5,È/ģ
2GQHVWHREDORYêPDWHULiOGRVEČUQpKRGYRUDNUHF\NODFL
/,.9,'$&(9<ě$=(1é&+(/(.75,&.é&+
$(/(.7521,&.é&+=$ěË=(1Ë
7HQWRV\PEROQDSURGXNWXSĜtVOXãHQVWYtQHERREDOX
]QDPHQiåHVSURGXNWHPQHVPtEêW]DFKi]HQRMDNR
VEČåQêPGRPiFtPRGSDGHP=OLNYLGXMWHSURVtP
WHQWRSURGXNWYHVEČUQpPGYRĜHXUþHQpPNUHF\NODFL
HOHNWULFNêFKDHOHNWURQLFNêFK]DĜt]HQt9QČNWHUêFKVWiWHFK
(8QHERYMLQêFKHYURSVNêFK]HPtFKPĤåHWHYUiWLWSĜL
]DNRXSHQtHNYLYDOHQWQtKRQRYpKRSURGXNWXVWDUêSURGXNW
PtVWQtPXSURGHMFL6SUiYQRXOLNYLGDFtWRKRWRSURGXNWX
SRPiKiWHFKUiQLWFHQQpSĜtURGQt]GURMHDSĜHGFKi]HW
PRåQêPQHJDWLYQtPGRSDGĤPQDåLYRWQtSURVWĜHGtDOLGVNp
]GUDYtNHNWHUêPE\PRKORGRMtWYGĤVOHGNXQHVSUiYQp
OLNYLGDFHRGSDGX'DOãtSRGUREQRVWL]tVNiWHXPtVWQtFK
~ĜDGĤQHERYQHMEOLåãtPVEČUQpPGYRĜH3ĜLQHGRGUåHQt
VSUiYQpOLNYLGDFHWRKRWRW\SXRGSDGXKUR]t]H]iNRQD
pokuty.
3URVSROHþQRVWLY]HPtFK(YURSVNpXQLH
3RNXGSRWĜHEXMHWH]OLNYLGRYDWHOHNWULFNpQHERHOHNWURQLFNp
]DĜt]HQtSRåiGHMWHRQH]E\WQpLQIRUPDFHYDãHKRSURGHMFH
nebo dodavatele.
/LNYLGDFHY]HPtFKPLPR(YURSVNRXXQLL
3RåiGHMWHRLQIRUPDFHWêNDMtFtVHVSUiYQpOLNYLGDFHWRKRWR
SURGXNWXPtVWQt~ĜDG\QHERYDãHKRSURGHMFH
7HQWRSURGXNWVSOĖXMHSRåDGDYN\(8
)$67ý5DVWtPWRSURKODãXMHåHUiGLRYp]DĜt]HQtW\SX6(&
Y\KRYXMH6PČUQLFL(8
.RPSOHWQtYHU]LSURKOiãHQt(8RVKRGČ
najdete na webu: www.sencor.cz
7H[WGHVLJQDWHFKQLFNp~GDMHVHPRKRX]PČQLWEH]SĜHGFKR]tKR
XSR]RUQČQtY\KUD]XMHPHVLSUiYRSURYiGČWWDNRYp]PČQ\
2ULJLQiOQtYHU]HMHþHVNi
$NWXiOQtVH]QDPVHUYLVQtFKVWĜHGLVHNSURýHVNRXUHSXEOLNXQDMGHWHQD
adrese www.sencor.cz
background
background
SK – 1
2EVDK
9]RURYpRSHUiFLH ............................................................................................. 2
,QLFLDOL]iFLDNDONXODþN\ ................................................................................... 2
%H]SHþQRVWQpRSDWUHQLD ................................................................................. 2
%H]SHþQRVWQpRSDWUHQLDSUHPDQLSXOiFLX .................................................... 2
=DSQXWLHDY\SQXWLHQDSiMDQLD ....................................................................... 3
1DVWDYHQLHNRQWUDVWXGLVSOHMD ........................................................................ 3
2]QDþHQLHWODþLGLHO .......................................................................................... 3
ýtWDQLHGLVSOHMD ................................................................................................ 4
3RXåtYDQLHSRQ~N ............................................................................................ 5
1DVWDYHQLHUHåLPXYêSRþWX ............................................................................ 5
.RQ¿JXUiFLDQDVWDYHQLDNDONXODþN\ .............................................................. 5
9NODGDQLHYêUD]RYDKRGQ{W ........................................................................... 7
3UHStQDQLHYêVOHGNRYYêSRþWX ....................................................................... 9
=iNODGQpYêSRþW\ .......................................................................................... 10
5R]NODGQDSUYRþLQLWHOH ................................................................................ 13
9êSRþW\IXQNFLt .............................................................................................. 14
âWDWLVWLFNpYêSRþW\67$7 ............................................................................ 17
9\WYRUHQLHWDEXĐN\þtVHO]IXQNFLH7$%/( ................................................ 20
5R]VDK\YêSRþWRYSRþHWþtVOLFDSUHVQRVĢ ................................................ 21
&K\E\.............................................................................................................. 22
3UHGWêPQHåSRåLDGDWHRRSUDYXNDONXODþN\ ........................................... 24
9êPHQDEDWpULH .............................................................................................. 25
7HFKQLFNp~GDMH ............................................................................................. 25
ýDVWRNODGHQpRWi]N\ .................................................................................... 25
background
SK – 2
9]RURYpRSHUiFLH
9]RURYpRSHUiFLHV~YWHMWRSUtUXþNHR]QDþHQpLNRQRX $NQLHMHãSHFLiOQH
XYHGHQpLQDNYãHWN\Y]RURYpRSHUiFLHSUHGSRNODGDM~åHNDONXODþNDMH
YSRþLDWRþQRPYêFKRGLVNRYRPQDVWDYHQt1DQiYUDWNDONXODþN\GRMHM
SRþLDWRþQpKRYêFKRGLVNRYpKRQDVWDYHQLDSRXåLWHSRVWXSYþDVWLÄ,QLFLDOL]iFLD
NDONXODþN\³
,QIRUPiFLHR]QDþNiFK   a SRXåtYDQêFKYRY]RURYêFK
RSHUiFLiFKQiMGHWHYþDVWLÄ.RQ¿JXUiFLDQDVWDYHQLDNDONXODþN\³
,QLFLDOL]iFLDNDONXODþN\
1DVOHGXM~FLSRVWXSY\NRQDMWHYWHG\NHćFKFHWHNDONXODþNXLQLFLDOL]RYDĢDYUiWLĢ
UHåLPYêSRþWXDQDVWDYHQLHGRSRþLDWRþQpKRYêFKRGLVNRYpKRQDVWDYHQLD
8YHGRPWHVLSURVtPåHWiWRRSHUiFLDWDNLVWR]PDåHYãHWN\GiWDNWRUpVD
QDFKiG]DM~YSDPlWLNDONXODþN\
(CLR) (All) (Yes)
%H]SHþQRVWQpRSDWUHQLD
%DWpULH
 8GUåXMWHEDWpULHPLPRGRVDKXPDOêFKGHWt
 3RXåtYDMWHLEDW\SEDWpULHãSHFL¿NRYDQêSUHW~WRNDONXODþNXYWHMWR
SUtUXþNH
%H]SHþQRVWQpXSR]RUQHQLDSUHPDQL
SXOiFLX
 $MNHćWiWRNDONXODþNDIXQJXMHVSUiYQHY\PHĖWHDVSRĖUD]]DWULURN\
/5$0DOHER]DGYDURN\580EDWpULX
=Y\ELWHMEDWpULHP{åHXQLNQ~ĢHOHNWURO\WNWRUêP{åHVS{VRELĢSRãNRGHQLH
DSRUXFKXNDONXODþN\1LNG\QHQHFKiYDMWHYNDONXODþNHY\ELW~EDWpULX
1HVN~ãDMWHSRXåtYDĢNDONXODþNXNHćMHEDWpULD~SOQHY\ELWi
 %DWpULDGRGiYDQiNWHMWRNDONXODþNHVDSRþDVSUHSUDY\DVNODGRYDQLD
PLHUQHY\EtMD=WRKWRG{YRGXMXPRåQREXGHWHPXVLHĢY\PHQLĢVN{U
QHåMHQRUPiOQDRþDNiYDQiåLYRWQRVĢEDWpULH
 1HSRXåtYDMWHDQHVNODGXMWHW~WRNDONXODþNXYPLHVWDFKY\VWDYHQêFK
H[WUpPQ\PWHSORWiPDYHĐNpPXPQRåVWYXYOKNRVWLDSUDFKX
 1HY\VWDYXMWHW~WRNDONXODþNXQDGPHUQêPQiUD]RPWODNXDOHERRK\EX
 1LNG\W~WRNDONXODþNXQHUR]REHUDMWH
 .HG\NRĐYHNEXGHWHNDONXODþNXDOHEREDWpULHOLNYLGRYDĢSRVWXSXMWH
SURVtPYV~ODGHVR]iNRQPLDQDULDGHQLDPLSODWQêPLYRYDãRP
UHJLyQH
background
SK – 3
=DSQXWLHDY\SQXWLHQDSiMDQLD
1D]DSQXWLHNDONXODþN\VWODþWHWODþLGOR .
1DY\SQXWLHNDONXODþN\VWODþWHWODþLGOR (OFF).
$XWRPDWLFNpY\SQXWLHQDSiMDQLD
$NYSULHEHKXSULEOLåQHPLQ~WQHY\NRQiWHåLDGQXRSHUiFLXYDãDNDONXODþND
VDDXWRPDWLFN\Y\SQH$NNWRPXG{MGHVWODþWHWODþLGOR QDRSlWRYQp
]DSQXWLHNDONXODþN\
1DVWDYHQLHNRQWUDVWXGLVSOHMD
9\NRQDQtPQDVOHGXM~FLFKRSHUiFLtVWODþLGODPL]REUD]WHREUD]RYNX
CONTRAST (Kontrast): (SETUP) Ż&217ŹDSRWRP
SRPRFRXWODþLGLHO a XSUDYWHNRQWUDVW3RQDVWDYHQtSRåDGRYDQêP
VS{VRERPVWODþWHWODþLGOR .
'{OHåLWp$NDQLQDVWDYHQLHNRQWUDVWXGLVSOHMDQH]OHSãtMHKRþLWDWHĐQRVĢ
SUDYGHSRGREQHWR]QDPHQiåHMHEDWpULDY\ELWi9\PHĖWHEDWpULX
2]QDþHQLHWODþLGLHO
$NVWODþtWHWODþLGOR alebo a následne
GUXKpWODþLGORY\NRQiVDDOWHUQDWtYQDIXQNFLD
GUXKpKRWODþLGOD$OWHUQDWtYQDIXQNFLDMHR]QDþHQi
WH[WRPY\WODþHQêPQDGWêPWRWODþLGORP
9QDVOHGXM~FHMþDVWLMHXYHGHQpþRMHGQRWOLYp
IDUE\WODþLGODDOWHUQDWtYQHMIXQNFLH]QDPHQDM~
$OWHUQDWtYQDIXQNFLD
)XQNFLDQDWODþLGOH
$NPiWH[WR]QDþHQLH
WODþLGODW~WRIDUEX
=QDPHQiWRåH
äOWi
6WODþWHWODþLGOR
DSRWRPWODþLGORQD
SUtVWXSNSUtVOXãQHMIXQNFLL
ýHUYHQi
6WODþWHWODþLGOR
DSRWRPWODþLGORQD
YORåHQLHSUtVOXãQHMSUHPHQQHMNRQãWDQW\
alebo symbolu.
background
SK – 4
ýtWDQLHGLVSOHMD
'LVSOHMWHMWRNDONXODþN\]REUD]XMHYNODGDQpYêUD]\YêVOHGN\YêSRþWRYDU{]QH
indikátory.
9ORåHQLHYêUD]X
,QGLNiWRU\
9êVOHGRNYêSRþWX
 $NVDQDSUDYHMVWUDQHYêVOHGNXYêSRþWX]REUD]tLQGLNiWRUŹ]QDPHQiWR
åH]REUD]HQêYêVOHGRNYêSRþWXSRNUDþXMHYSUDYR3RPRFRXWODþLGLHO
a SUHWRþWH]REUD]HQLHYêVOHGNXYêSRþWX
 $NVDQDSUDYHMVWUDQHYORåHQpKRYêUD]X]REUD]tLQGLNiWRUÒ]QDPHQiWR
åH]REUD]HQêYêSRþHWSRNUDþXMHYSUDYR3RPRFRXWODþLGLHO a SUHWRþWH
]REUD]HQLHYORåHQpKRYêUD]X8YHGRPWHVLSURVtPåHNHćFKFHWHSUHWRþLĢ
YORåHQêYêUD]YþDVHNHćV~]REUD]HQpREDLQGLNiWRU\ŹLÒEXGHWHPXVLHĢ
QDMSUYVWODþLĢWODþLGOR DSRWRPSRPRFRXWODþLGOD a Y\NRQDĢSUHWRþHQLH
,QGLNiWRU\QDGLVSOHML
7HQWR
LQGLNiWRU
=QDPHQiåH
S
.OiYHVQLFDERODSUHSQXWiVWODþHQtPWODþLGOD
.HćVWODþtWH
ĐXERYRĐQpWODþLGORSUHSQXWLHNOiYHVQLFHVD]UXãtDWHQWR
indikátor zhasne.
A
6WODþHQtPWODþLGOD ERODNWLYRYDQêDOIDQXPHULFNêYVWXSQê
UHåLP.HćVWODþtWHĐXERYRĐQpWODþLGOREXGHDOIDQXPHULFNê
YVWXSQêUHåLPXNRQþHQêDWHQWRLQGLNiWRU]KDVQH
0 9QH]iYLVOHMSDPlWLMHXORåHQiKRGQRWD
672
.DONXODþNDMHSULSUDYHQiQDYORåHQLHQi]YXSUHPHQQHMQD
SULUDGHQLHKRGQRW\NSUHPHQQHM7HQWRLQGLNiWRUVD]REUD]tSR
VWODþHQtWODþLGOD
(STO).
5&/
7iWRNDONXODþNDMHSULSUDYHQiQDYORåHQLHQi]YXSUHPHQQHMQD
Y\YRODQLHKRGQRW\SUHPHQQHM7HQWRLQGLNiWRUVD]REUD]tSR
VWODþHQtWODþLGOD
.
STAT .DONXODþNDMHYUHåLPH67$7ãWDWLVWLFNpYêSRþW\
D
9êFKRGLVNRYRXXKORYRXMHGQRWNRXV~VWXSQH
R
9êFKRGLVNRYRXXKORYRXMHGQRWNRXV~UDGLiQ\
G
9êFKRGLVNRYRXXKORYRXMHGQRWNRXV~JUiG\
),; 3RXåtYDVDSHYQêSRþHWGHVDWLQQêFKPLHVW
SCI 3RXåtYDVDSHYQêSRþHWSODWQêFKþtVOLF
0DWK Ako formát zobrazenia je zvolené prirodzené zobrazenie.
źŸ
6~NGLVSR]tFLLSDPlĢRYpGiWDRKLVWyULLYêSRþWXNWRUpMHPRåQpSUHKUDĢ
DOHERQDGSRGDNWXiOQRXREUD]RYNRXV~NGLVSR]tFLLćDOãLHGiWD
'LVS
'LVSOHMSUiYH]REUD]XMHPHG]LYêVOHGRNYêSRþWXYLDFQiVREQpKR
SUtND]X
'{OHåLWp3ULQLHNWRUêFKW\SRFKYêSRþWRYNWRUpWUYDM~GOKRVDQDGLVSOHMLP{åX
]REUD]RYDĢOHQY\ããLHXYHGHQpLQGLNiWRU\EH]DNHMNRĐYHNKRGQRW\]DWLDĐþR
VDYQ~WRUQHY\NRQiYDYêSRþHW
background
SK – 5
3RXåtYDQLHSRQ~N
1LHNWRUpRSHUiFLHWHMWRNDONXODþN\VDY\NRQiYDM~SRPRFRXSRQ~N1DSUtNODG
SRVWODþHQtWODþLGOD alebo VD]REUD]tSRQXNDSUtVOXãQêFKIXQNFLt
1DSRK\EYSRQXNiFKE\VWHPDOLSRXåtYDĢQDVOHGXM~FHRSHUiFLH
 3RORåNXSRQXN\P{åHWHY\EUDĢVWODþHQtPQXPHULFNpKRWODþLGODNWRUp
]RGSRYHGiþtVOXQDMHMĐDYHMVWUDQHQDREUD]RYNHVSRQXNRX
 ,QGLNiWRUźYSUDYRPKRUQRPURKXSRQXN\]QDPHQiåHSRGDNWXiOQRX
SRQXNRXH[LVWXMHćDOãLDSRQXND,QGLNiWRUŸ]QDPHQićDOãLXQDGUDGHQ~
ponuku.
3RPRFRXWODþLGLHO
a SUHStQDMWHPHG]LSRQXNDPL
 1DX]DWYRUHQLHSRQXN\EH]WRKRDE\VWHþRNRĐYHNY\EUDOLVWODþWHWODþLGOR
.
1DVWDYHQLHUHåLPXYêSRþWX
.HćFKFHWHY\NRQDĢWHQWRW\SRSHUiFLH 9\NRQDMWHQDVOHGX
M~FHRSHUiFLHVWOD
þLGODPL
9ãHREHFQpYêSRþW\
(COMP)
âWDWLVWLFNpDUHJUHVQpYêSRþW\
(STAT)
*HQHURYDQLHWDEXĐN\þtVHOQD]iNODGHYêUD]X
(TABLE)
3R]QiPND3RþLDWRþQêYêFKRGLVNRYêUHåLPYêSRþWXMHUHåLP&203
YãHREHFQpYêSRþW\
.RQ¿JXUiFLDQDVWDYHQLDNDONXODþN\
1DMSUYY\NRQDMWHQDVOHGXM~FHRSHUiFLHVWODþLGODPLQD]REUD]HQLHQDVWDYRYDFHM
ponuky: 6(7833RWRPSRPRFRXQXPHULFNêFKWODþLGLHO a
Y\NRQDMWHNRQ¿JXUiFLXSRåDGRYDQêFKQDVWDYHQt
3RGþLDUNQXWpBBBBQDVWDYHQLDV~SRþLDWRþQpYêFKRGLVNRYpQDVWDYHQLD
0WK,2 /LQHO28UþXMHIRUPiW]REUD]HQLD
1DWXUDO'LVSOD\3ULURG]HQp]REUD]HQLH0WK,2
VS{VREtåH]ORPN\LUDFLRQiOQHþtVODDćDOãLH
YêUD]\EXG~]REUD]HQpWDNDNRVDStãXQDSDSLHU
0WK,29êEHUMathODOHER/LQH20DWK2]REUD]XMHYVWXSDYêVOHGN\YêSRþWX
SRPRFRXURYQDNpKRIRUPiWXYDNRPVDStãXQDSDSLHU/LQH2]REUD]XMH
YVWXSURYQDNêPVS{VRERPDNR0DWK2DOHYêVOHGN\YêSRþWXVD]REUD]XM~
v lineárnom formáte.
/LQHDU'LVSOD\/LQHiUQH]REUD]HQLH/LQHO2
VS{VREtåH]ORPN\DćDOãLHYêUD]\EXG~
zobrazené na jednom riadku.
3R]QiPND9åG\NHćDNWLYXMHWHUHåLP67$7ãWDWLVWLFNpYêSRþW\VD
NDONXODþNDDXWRPDWLFN\SUHSQHGROLQHiUQHKR]REUD]HQLD9WHMWRSUtUXþNH
symbol YHGĐDY]RURYHMRSHUiFLHLQGLNXMHSULURG]HQp]REUD]HQLH
0DWK2]DWLDĐþRV\PERO indikuje lineárne zobrazenie.
background
SK – 6
'HJ 5DG *UD8UþXMHVWXSQHUDGLiQ\DOHERJUiG\DNRXKORY~
MHGQRWNXQDYNODGDQLHKRGQ{WD]REUD]HQLHYêVOHGNXYêSRþWX
3R]QiPND9WHMWRSUtUXþNHV\PERO YHGĐDY]RURYHMRSHUiFLHLQGLNXMH
VWXSQH]DWLDĐþRV\PERO indikuje radiány.
)L[ Sci 1RUP8UþXMHSRþHWþtVOLFQD]REUD]HQLHYêVOHGNXYêSRþWX
)L[3HYQê+RGQRWDNWRU~ãSHFL¿NXMHWHRGGRXUþXMHSRþHWGHVDWLQQêFK
PLHVWSUH]REUD]HQpYêVOHGN\YêSRþWX9êVOHGN\YêSRþWXV~SUHG]REUD]HQtP
]DRNU~KOHQpQDãSHFL¿NRYDQ~þtVOLFX
3UtNODG
·  )L[
 )L[
6FL9HGHFNê+RGQRWDNWRU~ãSHFL¿NXMHWHRGGRXUþXMHSRþHWSODWQêFK
þtVOLFSUH]REUD]HQpYêVOHGN\YêSRþWX9êVOHGN\YêSRþWXV~SUHG]REUD]HQtP
]DRNU~KOHQpQDãSHFL¿NRYDQ~þtVOLFX
3UtNODG 1 ÷ 7 = 1.4286 × 10
-1
(Sci 5)
1.429 × 10
-1
(Sci 4)
1RUP1RUPiOQ\9RĐEDMHGQpKR]GYRFKGRVWXSQêFKQDVWDYHQt
(1RUP1RUPXUþXMHUR]VDKYNWRURPEXG~]REUD]HQpYêVOHGN\
YQHH[SRQHQFLiOQRPIRUPiWH0LPRãSHFL¿NRYDQpKRUR]VDKXV~YêVOHGN\
]REUD]HQpSRPRFRXH[SRQHQFLiOQHKRIRUPiWX
Norm 1:10
-2
!_[__x| 10
10
Norm 2:10
-9
!_[__[_ 10
10
3UtNODG 1 ÷ 200 = 5 × 10
-3
(Norm 1)
0.005 (Norm 2)
DEF GF8UþXMHEXć]PLHãDQê]ORPRNDEFDOHERQHSUDYê
]ORPRNGFQD]REUD]HQLH]ORPNRYYRYêVOHGNRFKYêSRþWX
STAT 21; 2))
8UþXMHþLVDPiYHGLWRUH6WDW(GLWRUYUHåLPH67$7ãWDWLVWLFNpYêSRþW\
]REUD]RYDĢVWĎSHF)5(4SRþHWQRVĢ
'LVS 'RW; &RPPD
8UþXMHþLVDPiYRYêVOHGNRFKYêSRþWXDNRGHVDWLQQpPLHVWR]REUD]RYDĢ
ERGNDDOHERþLDUND3RþDVYNODGDQLDVDYåG\]REUD]XMHERGND
3R]QiPND.HćMHDNRGHVDWLQQpPLHVWRY\EUDQiERGNDMHRGGHĐRYDþRP
SUHYLDFQiVREQpYêVOHGN\þLDUND.HćMHY\EUDQiþLDUNDMHRGGHĐRYDþRP
ERGNRþLDUND
Ż&217Ź
1DVWDYHQLHNRQWUDVWXGLVSOHMD3RGUREQpLQIRUPiFLHQiMGHWHYþDVWL
Ä1DVWDYHQLHNRQWUDVWXGLVSOHMD³
,QLFLDOL]iFLDQDVWDYHQLDNDONXODþN\
9\NRQDQtPQDVOHGXM~FHKRSRVWXSXP{åHWHY\NRQDĢLQLFLDOL]iFLXNDONXODþN\
NWRUiYUiWLUHåLPYêSRþWXQD&203YãHREHFQpYêSRþW\DYUiWLYãHWN\ćDOãLH
QDVWDYHQLDYUiWDQHQDVWDYHQLDYQDVWDYRYDFHMSRQXNHQDSRþLDWRþQp
YêFKRGLVNRYpKRGQRW\
(CLR) (Setup) (Yes)
background
SK – 7
9NODGDQLHYêUD]RYDKRGQ{W
=iNODGQpSUDYLGOiYNODGDQLD
9êSRþW\P{åHWHYNODGDĢYURYQDNRPWYDUHYDNRPLFKStãHWH.HćVWODþtWH
WODþLGOR DXWRPDWLFN\VDY\KRGQRWtVHNYHQFLDSULRUtWYORåHQpKRYêSRþWXDQD
GLVSOHMLVD]REUD]tYêVOHGRN
4 × sin30 × (30 + 10 × 3) = 120
*
1
3UHVLQVLQKDćDOãLHIXQNFLHNWRUpREVDKXM~]iWYRUN\Y\åDGXMHVD
YORåHQLHX]DWYiUDFHM]iWYRUN\
*
2
7LHWRV\PERO\QiVREHQLDîMHPRåQpY\QHFKDĢ6\PEROQiVREHQLDMH
PRåQpY\QHFKDĢDNVDY\VN\WXMHEH]SURVWUHGQHSUHGRWYiUDFRX]iWYRUNRX
EH]SURVWUHGQHSUHGVLQDOHERLQRXIXQNFLRXREVDKXM~FRX]iWYRUN\
EH]SURVWUHGQHSUHGIXQNFLRX5DQQiKRGQpþtVORDOHEREH]SURVWUHGQH
SUHGSUHPHQQRX$%&'()0;<ʌ alebo .
*
3
Uzatváraciu zátvorku bezprostredne pred operáciou MHPRåQpY\QHFKDĢ
3UtNODGYORåHQLDVY\QHFKDQtPRSHUiFLt *
2
a *
3
YRY\ããLHXYHGHQRP
SUtNODGH
4
30 30 10 3
3R]QiPND$NMHSRþDVYNODGDQLDYêSRþHWGOKãtQHåãtUNDREUD]RYN\
REUD]RYNDVDDXWRPDWLFN\SUHWRþtGRSUDYDDQDGLVSOHMLVD]REUD]tLQGLNiWRUŻ
.HćNWRPXG{MGHP{åHWHMXSUHWRþLĢVSlĢGRĐDYDSRPRFRXWODþLGLHO a
QDSRVXQXWLHNXU]RUD.HćMH]YROHQpOLQHiUQH]REUD]HQLHVWODþHQLHWODþLGOD
VS{VREtåHNXU]RUVNRþtQD]DþLDWRNYêSRþWX]DWLDĐþRWODþLGORP VNRþtWH
QDNRQLHF.HćMH]YROHQpSULURG]HQp]REUD]HQLHVWODþHQLHWODþLGOD
YþDVHNHćMHNXU]RUQDNRQFLYORåHQpKRYêSRþWXVS{VREtVNRNQD]DþLDWRN
]DWLDĐþRVWODþHQLHWODþLGOD YþDVHNHćMHNXU]RUQD]DþLDWNXVS{VREtVNRN
QDNRQLHF3UHYêSRþHWP{åHWHYORåLĢPD[E\WRY.DåGiþtVOLFDV\PERO
DOHERIXQNFLDQRUPiOQHSRXåtYDE\WH1LHNWRUpIXQNFLHY\åDGXM~Då
E\WRY$N]RVWiYDDOHERPHQHME\WRYSRYROHQêFKSUHYVWXSNXU]RU]PHQt
tvar na ý$NNWRPXG{MGHXNRQþLWHYNODGDQLHYêSRþWXDSRWRPVWODþWHWODþLGOR
.
6HNYHQFLDSULRUtWYêSRþWX
6HNYHQFLDSULRUtWYORåHQêFKYêSRþWRYVDY\KRGQRFXMHSRGĐDQLåãLHXYHGHQêFK
SUDYLGLHO.HćMHSULRULWDGYRFKYêUD]RYURYQDNiYêSRþHWVDY\NRQiYD]ĐDYD
doprava.
1. 9êUD]\Y]iWYRUNiFK
2.
)XQNFLHNWRUpY\åDGXM~DUJXPHQWYSUDYRDX]DWYiUDFLX
]iWYRUNXÄ³]DDUJXPHQWRP
3.
)XQNFLHNWRUpV~]DYVWXSQRXKRGQRWRXx
2
x
3
x
-1
x¶´
r

g
PRFQLQ\ RGPRFQLQ\ )
4. Zlomky
background
SK – 8
5.
=iSRUQp]QDPLHQNR௅
3R]QiPND.HćXPRFĖXMHWHQDGUXK~]iSRUQ~KRGQRWXQDSU
PXVtE\ĢXPRFĖRYDQiKRGQRWDX]DWYRUHQiY]iWYRUNiFK
2 3UHWRåHx
2
PiY\ããLXSULRULWXQHå]iSRUQp
]QDPLHQNRYORåHQLH
2 by malo za následok
XPRFQHQLHQDGUXK~þtVOLFHDSRWRPSULGDQLH]iSRUQpKR
]QDPLHQNDNYêVOHGNX3UHWRYåG\SURVtPQDVHNYHQFLX
SULRUtWSDPlWDMWHDX]DWYiUDMWH]iSRUQpKRGQRW\GR]iWYRULHN
DNVDWRY\åDGXMH
6. 2GKDGRYDQpKRGQRW\UHåLPX67$7ãWDWLVWLFNpYêSRþW\
,   )
7. 1iVREHQLHNGHMHY\QHFKDQp]QDPLHQNRQiVREHQLD
8. Permutácia (nPrNRPELQiFLDnCr)
9. 1iVREHQLHGHOHQLH
×

÷
)
10. 6þtWDQLHRGþtWDQLH
9NODGDQLHSULSULURG]HQRP]REUD]HQt1DWXUDO'LVSOD\
9êEHUSULURG]HQpKR]REUD]HQLDXPRåĖXMHYNODGDQLHD]REUD]RYDQLH]ORPNRY
DXUþLWêFKIXQNFLtORJx
2
x
3
    x
-1
,  ,$EVURYQDNêP
VS{VRERPDNREêYDM~]DStVDQpYXþHEQLFLDFK
2 2 1 2
'{OHåLWp8UþLWpW\S\YêUD]RYP{åXVS{VRELĢåHYêãNDY]RUFDSUHYêSRþHW
EXGHYlþãLDQHåMHGHQULDGRNGLVSOHMD0D[LPiOQDSRYROHQiYêãNDY]RUFDSUH
YêSRþHWMHGYHREUD]RYN\GLVSOHMDERGRYî$NYêãNDYNODGDQpKRYêSRþWX
SUHVDKXMHSRYROHQêOLPLWEXGHćDOãLHYNODGDQLH]QHPRåQHQp9NODGDQLHIXQNFLt
D]iWYRULHNGRVHEDYQRUHQLHMHSRYROHQp$NYORåtWHGRVHEDSUtOLãPQRKR
IXQNFLtDDOHER]iWYRULHNEXGHćDOãLHYNODGDQLH]QHPRåQHQp$NNWRPXG{MGH
UR]GHĐWHYêSRþHWGRQLHNRĐNêFKþDVWtDY\SRþtWDMWHNDåG~þDVĢVDPRVWDWQH
3R]QiPND.HćVWODþtWHWODþLGOR D]tVNDWHYêVOHGRNYêSRþWXSRPRFRX
SULURG]HQpKR]REUD]HQLDþDVĢYORåHQpKRYêUD]XP{åHE\ĢRGUH]DQi$N
SRWUHEXMHWH]QRYX]REUD]LĢFHOêYORåHQêYêUD]VWODþWHWODþLGOR a potom
SRPRFRXWODþLGLHO a SUHWRþWHYORåHQêYêUD]
3RXåtYDQLHKRGQ{WDYêUD]RYDNRDUJXPHQWRY
,EDSULURG]HQp]REUD]HQLH
+RGQRWXDOHERYêUD]NWRUpVWHXåYORåLOLP{åHWHSRXåLĢDNRDUJXPHQWIXQNFLH
1DSUtNODGSR]DGDQt
WRP{åHWHXURELĢ
argumentom
SUHYêVOHGRN .
3UHYORåHQLH a potom zmenu na 1 +
1 7 6
(INS)
background
SK – 9
$NRMHYLGLHĢ]Y\ããLHXYHGHQpKRSUtNODGXVWiYDM~VDKRGQRWDDOHERYêUD]
QDSUDYRRGNXU]RUDSRVWODþHQtWODþLGOD
,16DUJXPHQWRPIXQNFLH
NWRUiMHćDOHMãSHFL¿NRYDQi5R]VDKRPNWRUêVDSRYDåXMH]DDUJXPHQWMH
YãHWNRDåSRSUY~RWYRUHQ~]iWYRUNXYSUDYRDNQHMDNiH[LVWXMHDOHERYãHWNR
DåSRSUY~IXQNFLXYSUDYRVLQ,RJDSRG
7~WRVFKRSQRVĢMHPRåQpY\XåLĢYQDVOHGXM~FLFKIXQNFLiFK   (
) ( ) (    (  .
9VWXSQêUHåLPSUHSLVRYDQLDLEDOLQHiUQH]REUD]HQLH
$NRYVWXSQêUHåLPVLP{åHWHY\EUDĢYNODGDQLHDOHERSUHSLVRYDQLHQR
LEDYWHG\NHćMH]YROHQpOLQHiUQH]REUD]HQLH/LQHDU'LVSOD\9UHåLPH
SUHSLVRYDQLDYNODGDQêWH[WQDKUDG]XMHWH[WQDDNWXiOQHMSR]tFLLNXU]RUD
0HG]LUHåLPDPLYNODGDQLDDSUHSLVRYDQLDVDP{åHWHSUHStQDĢY\NRQDQtP
QDVOHGXM~FLFKRSHUiFLt ,169UHåLPHYNODGDQLDVDNXU]RU]REUD]XMH
DNRÄ
³YUHåLPHSUHSLVRYDQLDVD]REUD]XMHDNRÄ “.
3R]QiPND9UHåLPHSULURG]HQpKR]REUD]HQLD1DWXUDO'LVSOD\VDYåG\SRXåtYD
UHåLPYNODGDQLDWDNåH]PHQDIRUPiWX]REUD]HQLD]OLQHiUQHKR]REUD]HQLDQD
SULURG]HQp]REUD]HQLHY\NRQiDXWRPDWLFNpSUHSQXWLHGRUHåLPXYNODGDQLD
2SUDYDD]PD]DQLHYêUD]X
=PD]DQLHMHGQpKR]QDNXDOHERIXQNFLH3RVXĖWHNXU]RUWDNDE\EROSULDPR
QDSUDYRRG]QDNXDOHERIXQNFLHNWRUpFKFHWH]PD]DĢDSRWRPVWODþWHWODþLGOR .
9UHåLPHSUHSLVRYDQLDSRVXĖWHNXU]RUWDNDE\EROSULDPRSRG]QDNRPDOHER
IXQNFLRXNWRU~FKFHWH]PD]DĢDSRWRPVWODþWHWODþLGOR .
9ORåHQLH]QDNXDOHERIXQNFLHGRYêSRþWX3RPRFRXWODþLGLHO a
SUHVXĖWHNXU]RUGRPLHVWDNDPFKFHWHYORåLĢ]QDNDOHERIXQNFLXDSRWRPLFK
YORåWH$NMH]YROHQpOLQHiUQH]REUD]HQLHYåG\VDXLVWLWHåHSRXåtYDWHUHåLP
vkladania.
=PD]DQLHFHOpKRYNODGDQpKRYêSRþWX6WODþWHWODþLGOR .
3UHStQDQLHYêVOHGNXYêSRþWX
.HćMH]YROHQpSULURG]HQp]REUD]HQLHSUHSQHVDSRNDåGRPVWODþHQtWODþLGOD
DNWXiOQH]REUD]HQêYêVOHGRNYêSRþWXPHG]LMHKR]ORPNRYêPWYDURPDGHVDWLQQêP
WYDURPMHKRWYDURPrDGHVDWLQQêPWYDURPDOHERMHKRWYDURP DGHVDWLQQêPWYDURP
ʌ ÷ 6 = ʌ 
(ʌ) 6 ʌ 0.5235987756
( + 2) × = + 2  
2 2 3 + 2 5.913591358
.HćMH]YROHQpOLQHiUQH]REUD]HQLHSUHSQHVDSRNDåGRPVWODþHQtWODþLGOD aktuálne
]REUD]HQêYêVOHGRNYêSRþWXPHG]LMHKRGHVDWLQQêPWYDURPD]ORPNRYêPWYDURP
·  
1 5 0.2 1 5
1 - =  
1 4 5 1 5 0.2
background
SK – 10
'{OHåLWp 9]iYLVORVWLRGW\SXYêVOHGNXYêSRþWXNWRUêMHQDGLVSOHMLSR
VWODþHQtWODþLGOD P{åHSURFHVNRQYHU]LHQHMDNêþDVWUYDĢ3ULQLHNWRUêFK
YêVOHGNRFKYêSRþWXVWODþHQLHWODþLGOD ]REUD]HQ~KRGQRWXQHSUHYHGLH
1LHMHPRåQpSUHStQDĢ]GHVDWLQQpKRWYDUXQDWYDU]PLHãDQpKR]ORPNXDNMH
FHONRYêSRþHWþtVOLFSRXåLWêFKY]PLHãDQRP]ORPNXYUiWDQHV\PERORYFHOpKR
þtVODþLWDWHĐDPHQRYDWHĐDDRGGHĐRYDþDYlþãtQHå
3R]QiPND3ULSULURG]HQRP]REUD]HQt0DWK2VDSRVWODþHQtWODþLGOD
QDPLHVWRWODþLGOD SRYORåHQtYêSRþWX]REUD]tYêVOHGRNYêSRþWX
YGHVDWLQQRPWYDUH1iVOHGQpVWODþHQLH prepne na tvar zlomku alebo tvar ʌ
YêVOHGNXYêSRþWX7YDU YêVOHGNXVDYWRPWRSUtSDGHQH]REUD]t
=iNODGQpYêSRþW\
9êSRþW\VR]ORPNDPL
8YHGRPWHVLSURVtPåHPHWyGDYNODGDQLDMHSUH]ORPN\RGOLãQiY]iYLVORVWLRG
WRKRþLSRXåtYDWHSULURG]HQp]REUD]HQLHDOHEROLQHiUQH]REUD]HQLH
+ = 2 3 1 2
alebo 2 3 1 2
2 3 1 2 7 6
4 - 3 = 4 ( ) 3 1 2
4 3 1 2 1 2
3R]QiPND.RPELQiFLD]ORPNRYDGHVDWLQQêFKKRGQ{WYRYêSRþWHYUHåLPH
OLQHiUQHKR]REUD]HQLDVS{VREtåHYêVOHGRNEXGH]REUD]HQêDNRGHVDWLQQi
KRGQRWD=ORPN\VDYRYêVOHGNRFKYêSRþWX]REUD]XM~SRUHGXNFLLQD
QHUHGXNRYDWHĐQê]ORPRNþLWDWHĐDPHQRYDWHĐVDXåQHGDM~Y\NUiWLĢ
3UHSQXWLHYêVOHGNXYêSRþWXPHG]LWYDURPQHSUDYpKR]ORPNX
D]PLHãDQpKR]ORPNX9\NRQDMWHQDVOHGXM~FHRSHUiFLHVWODþLGODPL
(a
)
3UHSQXWLHYêVOHGNXYêSRþWXPHG]LWYDURP]ORPNXDGHVDWLQQêPWYDURP
6WODþWHWODþLGOR ).
9êSRþW\VSHUFHQWDPL
=DGDQLHKRGQRW\DVWODþHQLHWODþLGOD VS{VREtåHVDYORåHQi
hodnota stane percentom.
î 
150

30
9êSRþHWNRĐNRSHUFHQW]MH
660
880 
75
=YêãHQLHR
2500
2500 15 
2875
=ĐDYD]
3500
3500 25 
2625
background
SK – 11
9êSRþW\VRVWXSĖDPLPLQ~WDPLVHNXQGDPL
ãHVĢGHVLDWNRYp
9\NRQDQtPRSHUiFLHVþtWDQLDDOHERRGþtWDQLDPHG]LãHVĢGHVLDWNRYêPL
KRGQRWDPLDOHERRSHUiFLHQiVREHQLDþLGHOHQLDPHG]LãHVĢGHVLDWNRYRX
KRGQRWRXDGHVDWLQQRXKRGQRWRXVS{VRELDåHYêVOHGRNEXGH]REUD]HQê
DNRãHVĢGHVLDWNRYiKRGQRWD0{åHWHWDNLVWRY\NRQiYDĢNRQYHU]LXPHG]L
ãHVĢGHVLDWNRYRXDGHVDWLQQRXKRGQRWRX1DVOHGXM~FLMHIRUPiWYNODGDQLDSUH
ãHVĢGHVLDWNRY~KRGQRWX^VWXSĖRY` ^PLQ~W` ^VHN~QG` .
3R]QiPND3UHVWXSQHDPLQ~W\PXVtWHYåG\QLHþRYORåLĢDWRDMYWHG\NHć
V~QXORYp
ƍƎƍƎ ƍƎ
2
20 30 0 39 30 ƍƎ
.RQYHU]LDƍ´QDGHVDWLQQêHNYLYDOHQW
2
15 18 ƍƎ
.RQYHU]LDãHVĢGHVLDWNRYHMKRGQRW\QDGHVDWLQQ~

.RQYHU]LDGHVDWLQQHMKRGQRW\QDãHVĢGHVLDWNRY~
ƍƎ
9LDFQiVREQpSUtND]\
=QDNGYRMERGN\P{åHWHSRXåLĢQDVSRMHQLHGYRFKDOHERYLDFYêUD]RYDLFK
Y\NRQDQLHYSRUDGt]ĐDYDGRSUDYDVWODþHQtPWODþLGOD
.
3 + 3 : 3 × 3 3 3 (:) 3 3 6
9
3RXåtYDQLHLQåLQLHUVNHMQRWiFLH
-HGLQRXRSHUiFLRXWODþLGODP{åHWHSUHYLHVĢ]REUD]HQ~KRGQRWXGRLQåLQLHUVNHM
notácie.
3UHYRGKRGQRW\GRLQåLQLHUVNHMQRWiFLHSRVXQXWLHGHVDWLQQpKR
miesta doprava.
1234
1234
1.234×10
3
1.234×10
0
3UHYRGKRGQRW\GRLQåLQLHUVNHMQRWiFLHSRVXQXWLHGHVDWLQQpKRPLHVWD
GRĐDYD
123 123
ĸ 0.123×10
3
ĸ 0.000123×10
6
+LVWyULDYêSRþWX
9UHåLPH&203YãHREHFQpYêSRþW\VLNDONXODþNDSDPlWiPD[SULEO
E\WRYGiWSUHQDMQRYãtYêSRþHW2EVDKKLVWyULHYêSRþWXP{åHWHSUHWiþDĢ
SRPRFRXWODþLGLHO a .
1 + 1 = 2 1 1 2
2 + 2 = 4 2
2 4
3 + 3 = 6 3
3 6
background
SK – 12
3UHWRþHQLHVSlĢ 4
ĆDOãLHSUHWRþHQLHVSlĢ
2
3R]QiPND'iWDKLVWyULHYêSRþWXVD]PDå~YåG\NHćVWODþtWHWODþLGOR
NHć
SUHSQHWHSUtVWURMGRLQpKRUHåLPXYêSRþWXNHć]PHQtWHIRUPiW]REUD]HQLD
DOHERNHćY\NRQiWHDN~NRĐYHNRSHUiFLXUHVHWRYDQLD
)XQNFLD5HSOD\
=DWLDĐþRMHYêVOHGRNYêSRþWX]REUD]HQêQDGLVSOHMLP{åHWHVWODþLĢWODþLGOR
alebo QDHGLWiFLXYêUD]XNWRUêVWHSRXåLOLSUHSUHGFKiG]DM~FLYêSRþHW
4 × 3  4 3 2.5 14.5
4 × 3  3RNUDþRYDQLH 7.1 4.9
3R]QiPND$NFKFHWHHGLWRYDĢYêSRþHWYRNDPLKXNHćMHQDSUDYHMVWUDQH
]REUD]HQLDYêVOHGNXYêSRþWXSR]ULWHÄýtWDQLHGLVSOHMD³LQGLNiWRUŹVWODþWH
WODþLGOR DSRWRPSRPRFRXWODþLGLHO a SUHWRþWHYêSRþHW
3DPlĢYêVOHGNRY$QV
3RVOHGQê]tVNDQêYêVOHGRNYêSRþWXMHXORåHQêYSDPlWLYêVOHGNRY$QVDQVZHU
RGSRYHć2EVDKSDPlWHYêVOHGNRY$QVMHDNWXDOL]RYDQêSULNDåGRP
]REUD]HQtQRYpKRYêVOHGNXYêSRþWX
'HOHQLHYêVOHGNXîþtVORP
3 4
3RNUDþRYDQLH 30
123 + 456 = 579 123 456
789 - 579 = 210
3RNUDþRYDQLH
3UHPHQQp$%&'();<
9DãDNDONXODþNDPiRVHPSUHGQDVWDYHQêFKSUHPHQQêFKSRPHQRYDQêFK$
%&'();D<7êPWRSUHPHQQêPP{åHWHSULUDćRYDĢKRGQRW\DWLHWR
SUHPHQQpP{åHWHWDNLVWRSRXåtYDĢYRYêSRþWRFK
3ULUDGHQLHYêVOHGNXSUHPHQQHM$
3 5 (STO) (A) 8
1iVREHQLHREVDKXSUHPHQQHM$þtVORP
3RNUDþRYDQLH
(A) 10 80
9\YRODQLHREVDKXSUHPHQQHM$ 3RNUDþRYDQLH (A) 8
Zmazanie obsahu premennej A 0 (STO) (A) 0
background
SK – 13
1H]iYLVOiSDPlĢ0
9êVOHGN\YêSRþWXP{åHWHSULGiYDĢGRQH]iYLVOHMSDPlWHDOHERLFKP{åHWH
RGþtWDĢ]QH]iYLVOHMSDPlWH$NMHYQH]iYLVOHMSDPlWLXORåHQiDNiNRĐYHN
KRGQRWDLQiQHåQXOD]REUD]tVDQDGLVSOHMLÄ0³
Zmazanie obsahu M 0 (STO) (M) 0
3ULGDQLHYêVOHGNXîGR0 3RNUDþRYDQLH 5 50
2GþtWDQLHYêVOHGNXRGREVDKX0
3RNUDþRYDQLH 5 (M-) 15
9\YRODQLHREVDKX0 3RNUDþRYDQLH (M) 35
3R]QiPNDPremenná M VDSRXåtYDSUHQH]iYLVO~SDPlĢ
=PD]DQLHREVDKXYãHWNêFKSDPlWt
3DPlĢYêVOHGNRY$QVQH]iYLVOiSDPlĢDREVDKSUHPHQQêFKVDXFKRYi
DMYWHG\NHćVWODþtWHWODþLGOR ]PHQtWHUHåLPYêSRþWXDOHERY\SQHWH
NDONXODþNX$NFKFHWH]PD]DĢREVDKYãHWNêFKSDPlWtSRVWXSXMWHQDVOHGXM~FLP
spôsobom.
(CLR) (Memory) (Yes)
5R]NODGQDSUYRþLQLWHOH
9UHåLPH&203YãHREHFQpYêSRþW\P{åHWHUR]ORåLĢNODGQpFHOpþtVORVPD[
þtVOLFDPLQDSUYRþLQLWHOHVPD[þtVOLFDPL
9\NRQDQLHUR]NODGXþtVODQDSUYRþLQLWHOH
1014
(FACT)
.HćY\NRQiYDWHUR]NODGQDSUYRþLQLWHOHSULKRGQRWHNWRUiREVDKXMHþLQLWHĐ
NWRUêMHSUYRþtVORPVYLDFQHåþtVOLFDPLþDVĢNWRU~QLHMHPRåQpUR]ORåLĢ
bude na displeji uzatvorená v zátvorkách.
9\NRQDQLHUR]NODGXQDSUYRþLQLWHOHþtVOD 
2
[
2
)
(FACT)
.WRUiNRĐYHN]QDVOHGXM~FLFKRSHUiFLtXNRQþt]REUD]HQLHYêVOHGNXUR]NODGXQD
SUYRþLQLWHOH
 6WODþWHWODþLGOR (FACT) alebo .
6WODþHQLHNWRUpKRNRĐYHN]QDVOHGXM~FLFKWODþLGLHO alebo .
 3RXåLWLHQDVWDYRYDFHMSRQXN\QD]PHQXQDVWDYHQLDXKORYHMMHGQRWN\'HJ
5DG*UDDOHERQDVWDYHQLHþtVOLFQDGLVSOHML)L[6FL1RUP
3R]QiPND5R]NODGQDSUYRþLQLWHOHQHEXGHPRåQpY\NRQDĢDNMHQDGLVSOHML
]REUD]HQiGHVDWLQQiKRGQRWD]ORPRNDOHER]iSRUQêYêVOHGRNYêSRþWX$N
VDRWRSRN~VLWHY]QLNQHPDWHPDWLFNiFK\ED0DWK(55255R]NODGQD
SUYRþLQLWHOHQHEXGHPRåQpY\NRQDĢDNMHQDGLVSOHML]REUD]HQêYêVOHGRN
YêSRþWXNWRUêSRXåtYD3RO5HF
background
SK – 14
9êSRþW\IXQNFLt
6NXWRþQpRSHUiFLHSRPRFRXMHGQRWOLYêFKIXQNFLtQiMGHWHYþDVWLÄ3UtNODG\³
XYHGHQp]DQDVOHGXM~FLP]R]QDPRP
ʌʌVD]REUD]XMHDNRDOHSUHYQ~WRUQpYêSRþW\VDSRXåtYDʌ =
3.14159265358980.
: VD]REUD]XMHDNRDOHSUHYQ~WRUQpYêSRþW\VDSRXåtYD =
2.71828182845904.
VLQFRVWDQVLQ

FRV

WDQ

7ULJRQRPHWULFNpIXQNFLH3UHGY\NRQDQtP
YêSRþWRYXUþWHXKORY~MHGQRWNX3R]ULWH
.
VLQKFRVKWDQKVLQK

FRVK

WDQK

+\SHUEROLFNpIXQNFLH9ORåWHIXQNFLX
]SRQXN\NWRUiVD]REUD]tSRVWODþHQtWODþLGOD
. Nastavenie uhlovej jednotky
QHRYSO\YĖXMHYêSRþW\3R]ULWH
.
°
UJ
7LHWRIXQNFLHXUþXM~XKORY~MHGQRWNXXUþXMHVWXSQH
r
radiány a
g
grády.
9ORåWHIXQNFLX]SRQXN\NWRUiVD]REUD]tSRY\NRQDQtQDVOHGXM~FLFKRSHUiFLt
VWODþLGODPL
'5*Ź3R]ULWH .
 ([SRQHQFLiOQDIXQNFLD8YHGRPWHVLSURVtPåHPHWyGDYNODGDQLDMHRGOLãQi
Y]iYLVORVWLRGWRKRþLSRXåtYDWHSULURG]HQp]REUD]HQLHDOHEROLQHiUQH]REUD]HQLH3R]ULWH
.
ORJ/RJDULWPLFNiIXQNFLD3RXåLWHWODþLGOR QDYORåHQLHORJ
a
b ako log (ab).
Ak pre aQLþQH]DGiWHMHYRYêFKRGLVNRYRPQDVWDYHQt]iNODG. Na zadanie
MHPRåQpWDNLVWRSRXåLĢWODþLGOR
QRLEDYUHåLPHSULURG]HQpKR]REUD]HQLD
9WDNRPSUtSDGHPXVtWHYORåLĢKRGQRWXSUH]iNODG3R]ULWH
.
9VWXS3ULURG]HQêORJDULWPXVR]iNODGHe. Pozrite
.
2

3
    

0RFQLQ\RGPRFQLQ\DSUHYUiWHQpKRGQRW\8YHGRPWH
VLSURVtPåHPHWyGDYNODGDQLDMHSUH
  a RGOLãQiY]iYLVORVWLRG
WRKRþLSRXåtYDWHSULURG]HQp]REUD]HQLHDOHEROLQHiUQH]REUD]HQLH3R]ULWH
.
3R]QiPND1DVOHGXM~FHIXQNFLHQLHMHPRåQpYORåLĢYQiVOHGQRPSRUDGtx
2

x
3
 
1
$NYORåtWHQDSUtNODG NRQHþQi bude ignorovaná. Na
YORåHQLH
YORåWH VWODþWHWODþLGOR DSRWRPVWODþWHWODþLGOR ( )
3RO5HF3RONRQYHUWXMHSUDYRXKOpV~UDGQLFHQDSROiUQHV~UDGQLFH]DWLDĐþR
5HFNRQYHUWXMHSROiUQHV~UDGQLFHQDSUDYRXKOpV~UDGQLFH3R]ULWH
.
3UDYRXKOp
V~UDGQLFH5HF
3ROiUQH
V~UDGQLFH3RO
3UHGY\NRQDQtPYêSRþWRYXUþWH
XKORY~MHGQRWNX
-HGQRWOLYpYêVOHGN\YêSRþWXSUH
r a 6 a pre x a yV~SULUDGHQp
SUtVOXãQêPVS{VRERPSUHPHQQêP
;D<9êVOHGRNYêSRþWX˥ sa
]REUD]XMHYUR]VDKX˥

x!: Funkcia faktoriálu. Pozrite
.
$EV)XQNFLDDEVRO~WQHMKRGQRW\8YHGRPWHVLSURVtPåHPHWyGDYNODGDQLDMHRGOLãQi
Y]iYLVORVWLRGWRKRþLSRXåtYDWHSULURG]HQp]REUD]HQLHDOHEROLQHiUQH]REUD]HQLH3R]ULWH
.
5DQ*HQHUXMHFLIHUQpSVHXGRQiKRGQpþtVORNWRUpMHPHQãLHQHå9êVOHGRN
VDYUHåLPHSULURG]HQpKR]REUD]HQLD]REUD]tDNR]ORPRN3R]ULWH
.
5DQOQW1DYORåHQLHIXQNFLHYWYDUH5DQOQWab), ktorá generuje náhodné
FHOpþtVORYUR]VDKXaDåb. Pozrite
.
background
SK – 15
n3r, nCr: Funkcia permutácie (nPr) a kombinácie (nCr). Pozrite .
5QG$UJXPHQWWHMWRIXQNFLHMHSUHYHGHQêQDGHVDWLQQ~KRGQRWXDSRWRP
]DRNU~KOHQêSRGĐDDNWXiOQHKRQDVWDYHQLDSRþWXþtVOLFQDGLVSOHML1RUP)L[
DOHER6FL3ULQDVWDYHQt1RUPDOHER1RUPMHDUJXPHQW]DRNU~KOHQêQD
þtVOLF3ULQDVWDYHQt)L[D6FLMHDUJXPHQW]DRNU~KOHQêQDãSHFL¿NRYDQ~
þtVOLFX3ULQDVWDYHQtSRþWXþtVOLFQDGLVSOHMLQDSUtNODG)L[MHYêVOHGRN
YêSRþWX·]REUD]HQêDNR]DWLDĐþRNDONXOiWRUXGUåXMHSUHYêSRþHW
YQ~WRUQHKRGQRWXþtVOLF9SUtSDGH5QG· 
QDVWDYHQLH)L[EXGH]REUD]HQRXKRGQRWRXDMYQ~WRUQRXKRGQRWRX
NDONXODþN\þtVOR=WRKWRG{YRGXVpULDYêSRþWRYY\SURGXNXMHRGOLãQp
YêVOHGN\Y]iYLVORVWLRGWRKRþLVDSRXåtYDIXQNFLD5QG5QG·î 
9.999) alebo nie (10 ÷ 3 × 3 = 10.000). Pozrite
.
3R]QiPND3RXåtYDQLHIXQNFLtP{åHYêSRþHWVSRPDOLĢþRP{åHRQHVNRULĢ
]REUD]HQLHYêVOHGNX1HY\NRQiYDMWHåLDGQXQiVOHGQ~RSHUiFLXYþDVHNHć
þDNiWHQD]REUD]HQLHYêVOHGNXYêSRþWX1DSUHUXãHQLHSRNUDþXM~FHKRYêSRþWX
SUHG]REUD]HQtPMHKRYêVOHGNRYVWODþWHWODþLGOR
.
3UtNODG\
VLQ  30 0.5
sin
-1
  (sin
-1
) 0.5 30
VLQK  (sinh) 1 1.175201194
cosh
-1
1 = 0 (cosh
-1
) 1 0
ʌUDGLiQRY JUiGRY 
(ʌ) 2 '5*Ź (
r
) 90
50
'5*Ź (
g
) 45
9êSRþHW ×QDWULSODWQpþtVOLFH6FL
(SETUP) (Sci)
( ) 5 2 2.97×10
2
( ) 5 2 2.97×10
2
log
10
1000 = log 1000 = 3 1000 3
log
2
16 = 4 2  4
2 16 4
9êSRþHW,Q  QDWULSODWQpþtVOLFH6FL
(SETUP) (sci) 90 4.50×10
0
î
3
= 1200 1.2 10 3 1200
(1+1)
2+2
= 16 1 1 2 2 16
(5
2
)
3
= 15625 5 15625
= 2 ( ) 5 32 2
5 ( ) 32 2
background
SK – 16
9êSRþHW × 3 (= 3  QDWULGHVDWLQQp
PLHVWD)L[
(SETUP) ),; 2 3 3
4.243
2 3 4.243
.RQYHU]LDSUDYRXKOêFKV~UDGQtF  QDSROiUQHV~UDGQLFH
(POL) 2  2 U ˥ 
(POL) 2  2 U 
˥ 
.RQYHU]LDSROiUQ\FKV~UDGQtF  QDSUDYRXKOpV~UDGQLFH
(Rec) 2  ; < 
(5 + 3) ! = 40320 5 3 ; 40320
|2 - 7| × 2 = 10
2 7 2 10
2 7 2 10
=tVNDQLHWURFKQiKRGQêFKFLIHUQêFKFHOêFKþtVHO
1000
(Ran#) 459
48
117
7X]REUD]HQpYêVOHGN\VO~åLDLEDQDLOXVWUiFLX6NXWRþQpYêVOHGN\VDEXG~
OtãLĢ
*HQHURYDQLHQiKRGQêFKFHOêFKþtVHOYUR]VDKXDå
(RanInt) 1  2
6
1
7X]REUD]HQpYêVOHGN\VO~åLDLEDQDLOXVWUiFLX6NXWRþQpYêVOHGN\VDEXG~
OtãLĢ
8UþHQLHSRþWXPRåQêFKSHUPXWiFLtDNRPELQiFLtSULYêEHUHRV{E]R
skupiny 10 osôb
Permutácia: 10
(nPr) 4 5040
Kombinácia: 10
(nCr) 4 210
9\NRQDQLHQDVOHGXM~FLFKYêSRþWRYNHćMH]YROHQpQDVWDYHQLH)L[SUH
SRþHWþtVOLFQDGLVSOHML·îD5QG·î
(SETUP) )L[ 10 3 3 10.000
(Rnd) 10 3 3 9.999
background
SK – 17
âWDWLVWLFNpYêSRþW\67$7
1DVSXVWHQLHãWDWLVWLFNpKRYêSRþWXY\NRQDMWHRSHUiFLXVWODþLGODPL
67$7QDDNWLYiFLXUHåLPX67$7ãWDWLVWLFNpYêSRþW\DSRWRPSRXåLWH
]REUD]HQ~REUD]RYNXQDYêEHUW\SXYêSRþWXNWRUêFKFHWHY\NRQDĢ
9RĐEDW\SXãWDWLVWLFNpKRYêSRþWX
5HJUHVQêY]RUHF]REUD]HQêY]iWYRUNiFK
6WODþWHWRWRWOD
þLGOR
-HGQRGXFKiSUHPHQQi;
(1 -VAR)
3iURYiSUHPHQQi;<OLQHiUQDUHJUHVLDy = A + B
)
$%;
3iURYiSUHPHQQi;<NYDGUDWLFNiUHJUHVLD
(y = A + B
+ C
2
)
B&;
2
)
3iURYiSUHPHQQi;<ORJDULWPLFNiUHJUHVLD
(y = A + Bln
)
OQ;
3iURYiSUHPHQQi;<
H[SRQHQFLiOQDUHJUHVLD
(y = )
( )
3iURYiSUHPHQQi;<abH[SRQHQFLiOQDUHJUHVLD
(y = AB
x
)
$%A;
3iURYiSUHPHQQi;<PRFQLQRYiUHJUHVLDy = A
B
)
$;A%
3iURYiSUHPHQQi;<LQYHU]QiUHJUHVLD
(y $%
)
;
3RVWODþHQtNWRUpKRNRĐYHN]Y\ããLHXYHGHQêFKWODþLGLHO Då VD]REUD]tHGLWRU6WDW(GLWRU
3R]QiPND.HćFKFHWH]PHQLĢW\SYêSRþWXSRDNWLYiFLLUHåLPX67$7
ãWDWLVWLFNpYêSRþW\Y\NRQDMWHRSHUiFLXVWODþLGODPL (STAT) (Type)
QD]REUD]HQLHREUD]RYN\SUHYêEHUW\SXYêSRþWX
9NODGDQLHGiW
3RPRFRXHGLWRUD6WDW(GLWRUYORåWHGiWD9\NRQDMWHQDVOHGXM~FXRSHUiFLX
VWODþLGODPLQD]REUD]HQLHHGLWRUD6WDW(GLWRU (STAT) (Data).
(GLWRU6WDWSRVN\WXMHULDGNRYQDYNODGDQLHGiWDNH[LVWXMHLEDVWĎSHF;ULDGNRYDN
H[LVWXM~VWĎSFH;D)5(4DOHERVWĎSFH;D<DOHERULDGNRYDNH[LVWXM~VWĎSFH;<D)5(4
3R]QiPND6WĎSHF)5(4SRþHWQRVĢSRXåtYDMWHQDYNODGDQLHPQRåVWYD
SRþHWQRVWLLGHQWLFNêFKGiWRYêFKSRORåLHN=REUD]HQLHVWĎSFD)5(4MHPRåQp
]DSQ~Ģ]REUD]HQêDOHERY\SQ~ĢQLHMH]REUD]HQêSRPRFRXQDVWDYHQLD6WDW
)RUPDW)RUPiWãWDWLVWLN\YQDVWDYRYDFHMSRQXNH
9êEHUOLQHiUQHMUHJUHVLHDYORåHQLHQDVOHGXM~FLFKGiW

(STAT) $%;
170 173 179
66 68 75
background
SK – 18
'{OHåLWp9ãHWN\GiWDDNWXiOQHYORåHQpYHGLWRUH6WDW(GLWRUVD]PDå~YåG\
NHćXNRQþtWHUHåLP67$7ãWDWLVWLFNpYêSRþW\SUHSQHWHVDPHG]LW\SRP
ãWDWLVWLFNpKRYêSRþWXVMHGQRGXFKRXSUHPHQQRXDOHERSiURYRXSUHPHQQRX
DOHER]PHQtWHQDVWDYHQLH6WDW)RUPDW)RUPiWãWDWLVWLN\YQDVWDYRYDFHM
SRQXNH1DVOHGXM~FHRSHUiFLHQLHV~HGLWRURP6WDW(GLWRUSRGSRURYDQp
 0 6723RO5HFDYLDFQiVREQpSUtND]\QLHMHPRåQp
WDNLVWRSRPRFRXHGLWRUD6WDW(GLWRUYNODGDĢ
=PHQDGiWYEXQNH9HGLWRUH6WDW(GLWRUSUHVXĖWHNXU]RUQDEXQNXNWRUi
REVDKXMHGiWDNWRUpFKFHWH]PHQLĢYORåWHQRYpGiWDDSRWRPVWODþWHWODþLGOR
.
=PD]DQLHULDGND9HGLWRUH6WDW(GLWRUSUHVXĖWHNXU]RUQDULDGRNNWRUêFKFHWH
]PD]DĢDSRWRPVWODþWHWODþLGOR
.
9ORåHQLHULDGND9HGLWRUH6WDW(GLWRUSUHVXĖWHNXU]RUQDPLHVWRNGHFKFHWH
YORåLĢULDGRNDSRWRPY\NRQDMWHQDVOHGXM~FXRSHUiFLXVWODþLGODPL
(STAT) (Edit) (Ins).
=PD]DQLHYãHWNpKRREVDKXHGLWRUD6WDW(GLWRUV editore Stat Editor
Y\NRQDMWHQDVOHGXM~FXRSHUiFLXVWODþLGODPL (STAT) (Edit)
(Del-A).
=tVNDQLHãWDWLVWLFNêFKKRGQ{W]YORåHQêFKGiW
1D]tVNDQLHãWDWLVWLFNêFKKRGQ{WVWODþWHYRNDPLKXNHćVDQDFKiG]DWH
YHGLWRUH6WDW(GLWRUWODþLGOR DSRWRPY\YRODMWHSRåDGRYDQ~ãWDWLVWLFN~
SUHPHQQ~ı[Ȉ[
2
DSRG3RGSRURYDQpãWDWLVWLFNpSUHPHQQpDWODþLGOiNWRUp
E\VWHPDOLVWODþLĢQDLFKY\YRODQLHV~XYHGHQpQLåãLH3UHãWDWLVWLFNpYêSRþW\
VMHGQRGXFKRXSUHPHQQRXV~NGLVSR]tFLLSUHPHQQpR]QDþHQpKYLH]GLþNRX
6~þHWː
2
ː ː
2
ː ː ː
3
ː
2
ː
4
(STAT) (Sum) Då
3RþHWSRORåLHNn*3ULHPHU ٦6PHURGDMQiRGFKêOND]iNODGQpKR
V~ERUX˰ *˰y, 9êEHURYiVPHURGDMQiRGFKêONDS 6
(STAT) (Var) Då
0LQLPiOQDKRGQRWDPLQ;PLQ<0D[LPiOQDKRGQRWDPD[;PD[<
(STAT) 0LQ0D[ Då
.HćMH]YROHQêãWDWLVWLFNêYêSRþHWVMHGQRGXFKRXSUHPHQQRX
(STAT) 0LQ0D[ Då .HćMH]YROHQêãWDWLVWLFNêYêSRþHW
s párovou premennou)
5HJUHVQpNRH¿FLHQW\$%.RUHODþQêNRH¿FLHQWr, 2GKDGRYDQpKRGQRW\
(STAT) (Reg) Då
5HJUHVQpNRH¿FLHQW\SUHNYDGUDWLFN~UHJUHVLX$%&2GKDGRYDQp
KRGQRW\ 
(STAT) (Reg) Då
 3R]ULWHWDEXĐNXQD]DþLDWNXWHMWRþDVWLSUtUXþN\NGHQiMGHWHUHJUHVQp
vzorce.
  D QLHV~SUHPHQQp6~WRSUtND]\W\SXNWRUêEHULHDUJXPHQW
EH]SURVWUHGQHSUHGQLPLĆDOãLHLQIRUPiFLHQiMGHWHYþDVWLÄ9êSRþHW
RGKDGRYDQêFKKRGQ{W³
1DYORåHQLHGiWMHGQRGXFKHMSUHPHQQHMx ^`
ãSHFL¿NXMWHSRPRFRXVWĎSFD)5(4SRþHWRSDNRYDQtMHGQRWOLYêFKSRORåLHN
^ n; frekvn` ^`DY\SRþtWDMWHSULHPHUDVPHURGDMQ~
RGFKêONX]iNODGQpKRV~ERUX
(SETUP) (STAT) (ON)
background
SK – 19
(STAT) (1-VAR)
1 2 3 4 5
1 2 3 2
(STAT) (Var) ( )
(STAT) (Var) (xın)
9êVOHGN\3ULHPHU6PHURGDMQiRGFKêOND]iNODGQpKRV~ERUX
9êSRþHWNRUHODþQêFKNRH¿FLHQWRYOLQHiUQHMUHJUHVLHDORJDULWPLFNp
UHJUHVLHSUHQDVOHGXM~FHGiWDSiURYHMSUHPHQQHMDXUþHQLHUHJUHVQpKR
Y]RUFDSUHQDMVLOQHMãLXNRUHOiFLXxy) =
1DVWDYWHSUHYêVOHGN\)L[WULGHVDWLQQpPLHVWD
(SETUP) (STAT) (OFF)
(SETUP) )L[
(STAT) $%;
20 110 200 290
3150 7310 8800 9310
(STAT) (Reg) (r)
(STAT) (Type) OQ;
(STAT) (Reg) (r)
(STAT) (Reg) (A)
(STAT) (Reg) (B)
9êVOHGN\.RUHODþQêNRH¿FLHQWOLQHiUQHMUHJUHVLH
.RUHODþQêNRH¿FLHQWORJDULWPLFNHMUHJUHVLH
Vzorec logaritmickej regresie: = -3857.984 + 2357.532ln
9êSRþHWRGKDGRYDQêFKKRGQ{W
1D]iNODGHUHJUHVQpKRY]RUFD]tVNDQpKRãWDWLVWLFNêPYêSRþWRPVSiURYRX
SUHPHQQRXMHPRåQpY\SRþtWDĢRGKDGRYDQ~KRGQRWXySUHGDQ~KRGQRWXx.
3UtVOXãQ~KRGQRWXxGYHKRGQRW\
1
a
2
,YSUtSDGHNYDGUDWLFNHMUHJUHVLHMH
PRåQpWDNLVWRY\SRþtWDĢSUHKRGQRWX v regresnom vzorci.
8UþHQLHRGKDGRYDQHMKRGQRW\SUHyNHćx = 160 v regresnom vzorci
vytvorenom logaritmickou regresiou dát v âSHFL¿NXMWHSUHYêVOHGRN
)L[9\NRQDMWHQDVOHGXM~FXRSHUiFLXSRGRNRQþHQtRSHUiFLtY .)
160 (STAT) (Reg) ( )
9êVOHGRN 8106.898
'{OHåLWp9êSRþW\UHJUHVQpKRNRH¿FLHQWXNRUHODþQpKRNRH¿FLHQWX
DRGKDGRYDQHMKRGQRW\P{åXYSUtSDGHåHH[LVWXMHYHĐNêSRþHWGiWRYêFK
SRORåLHNWUYDĢGRVĢGOKR
background
SK – 20
9\WYRUHQLHWDEXĐN\þtVHO]IXQNFLH
7$%/(
5HåLP7$%/(WDEXĐNDþtVHOJHQHUXMHWDEXĐNXþtVHOSUHx a pomocou
YORåHQHMIXQNFLHf(x) .
3UHJHQHURYDQLHWDEXĐN\þtVHOY\NRQDMWHQDVOHGXM~FHNURN\
 $NWLYXMWHUHåLP7$%/(WDEXĐNDþtVHO
VWODþWHWODþLGOR
 9ORåWHIXQNFLXYRIRUPiWH NWRUêSRXåtYDSUHPHQQ~;
3ULJHQHURYDQtWDEXĐN\þtVHO]DLVWLWHDE\ERODYORåHQiSUHPHQQi;
;6DNRXNRĐYHNLQRXSUHPHQQRXQHå;VD]DREFKiG]DDNR
VNRQãWDQWRX
3ROD5HFQLHMHPRåQpYWHMWRIXQNFLLYORåLĢ
 $NRRGR]YXQD]REUD]HQpYê]Y\YORåWHKRGQRW\NWRUpFKFHWHSRXåtYDĢSR
NDåGHMKRGQRWHVWODþWHWODþLGOR
.
3UHW~WRYê]YX 9ORåWHWRWR
6WDUW"=DþLD-
tok?)
9ORåWHGROQêOLPLW;YêFKRGLVNRYp 
End? (Koniec?) 9ORåWHKRUQêOLPLW;YêFKRGLVNRYp 
3R]QiPND=DLVWLWHDE\ERODKRGQRWD(QG.RQLHF
YåG\YlþãLDQHåKRGQRWD6WDUW=DþLDWRN
Step? (Krok?) 9ORåWHNURNSUtUDVWNXYêFKRGLVNRYp 
3R]QiPND3DUDPHWHU6WHS.URNXUþXMHRNRĐNRE\
VDPDODKRGQRWD6WDUW=DþLDWRNSULJHQHURYDQtWDEXĐN\
þtVHOSRVWXSQH]Y\ãRYDĢ$NãSHFL¿NXMHWH6WDUW 
D6WHS GRVWDQH;SRVWXSQHSULUDGHQpKRGQRW\
DWćDE\VDY\JHQHURYDODWDEXĐNDþtVHODåGR
dosiahnutia hodnoty End (Koniec).
 3RYORåHQtKRGQRW\6WHS.URNDVWODþHQtWODþLGOD
sa vygeneruje
D]REUD]tWDEXĐNDþtVHOSRGĐDãSHFL¿NRYDQêFKSDUDPHWURY
 $NYþDVHNHćMH]REUD]HQiREUD]RYNDVWDEXĐNRXþtVHOVWODþtWHWODþLGOR
YUiWLWHVDQDREUD]RYNXQDYORåHQLHIXQNFLHYNURNX
9\JHQHURYDQLHWDEXĐN\þtVHOSUHIXQNFLX =
2
+ pre rozsah
-1 ]Y\ãRYDQpSRNURNRFK
(TABLE)
; 1 2
1 1 0.5
3R]QiPND2EUD]RYNXVWDEXĐNRXþtVHOP{åHWHSRXåLĢLEDQDSUH]HUDQLH
KRGQ{W2EVDKWDEXĐN\QLHMHPRåQpHGLWRYDĢ2SHUiFLDJHQHURYDQLDWDEXĐN\
þtVHOVS{VREt]PHQXREVDKXSUHPHQQHM;
'{OHåLWp)XQNFLDNWRU~YORåtWHQDJHQHURYDQLHWDEXĐN\þtVHOVD]PDåHYåG\
NHćYUHåLPH7$%/(WDEXĐNDþtVHO]REUD]tWHQDVWDYRYDFLXSRQXNXDSUHSQHWH
VDPHG]LSULURG]HQêP]REUD]HQtPDOLQHiUQ\P]REUD]HQtP
background
SK – 21
5R]VDK\YêSRþWRYSRþHWþtVOLF
DSUHVQRVĢ
5R]VDKYêSRþWXSRþHWþtVOLFSRXåtYDQêQDYQ~WRUQêYêSRþHWDSUHVQRVĢ
YêSRþWX]iYLVLDRGW\SXY\NRQiYDQpKRYêSRþWX
5R]VDKDSUHVQRVĢYêSRþWX
5R]VDKYêSRþWX ±1 × 10
-99
WRî
99
alebo 0
3RþHWþtVOLFQD
YQ~WRUQêYêSRþHW
þtVOLF
3UHVQRVĢ 9ãHREHFQHQDþtVOLFLQDMHGQRGXFKêYêSRþHW
3UHVQRVĢSUHH[SRQHQFLiOQH]REUD]HQLHMHQD
QDMPHQHMYê]QDPQHMþtVOLFL&K\E\V~YSUtSDGH
QiVOHGQêFKYêSRþWRYNXPXODWtYQH
9VWXSQpUR]VDK\DSUHVQRVĢSULYêSRþWHIXQNFLt
)XQNFLD 9VWXSQêUR]VDK
sin
DEG 0 | _î
9
RAD 0 | _
GRA 0 |
_î
10
cos
DEG 0 [ _î
9
RAD 0 | _
GRA 0 |
_î
10
tan
DEG
Rovnako ako sin VYêQLPNRXVLWXiFLHNHć_ | = (2 -1) × 90.
RAD
Rovnako ako sin VYêQLPNRXVLWXiFLHNHć_ | = (2 -1) × ʌ/2.
GRA
Rovnako ako sin VYêQLPNRXVLWXiFLHNHć_ | = (2 -1) × 100.
sin
-1
0 | | 1
cos
-1
tan
-1
0 | | î
99
sinh
0 | | 
cosh
sinh
-1
0 | | î
99
cosh
-1
1 î
99
tanh
0 [ | î
99
tanh
-1
0 [ | î
-1
ORJ[OQ
 î
99
10
[
î
99

î
99

0 ู î
100
2
| _î
50
-1
| _î 10
100
; 0
| _î
100
background
SK – 22
!0 69 ( MHFHOpþtVOR
nPr
0 nî
10
 r n (n, r V~FHOpþtVOD
1 ^nn-r`î
100
nCr
0 nî
10
 r n (n, rV~FHOpþtVOD
1 nrî
100
alebo 1 nn-r)î
100
Pol(  )
|
__ | î
99
î
99
Rec(rș)
0 ูrูî
99
˥: Rovnako ako sin
ƍƎ
|a|, b, c < 1 × 10
100
; 0 b, c
Druhá hodnota na displeji má chybu ±1 na druhom desatin-
nom mieste.
ĸ
ƍƎ
|
_î
100
Konverzia desatinné ãHVĢGHVLDWNRYpþtVOR
ƍƎ | | ƍƎ
y
> 0: -1 × 10
100
 log 
= 0: > 0
 = , (  V~FHOpþtVOD
Ale: -1 × 10
100
\ORJ_ _
y > 0: î
100
 ORJ\
y = 0: > 0
y
= 2  ( 0; m, nV~FHOpþtVOD
Ale: -1 × 10
100
 log | _
a
b
/
c
&HONRYêSRþHWþtVOLFSULFHORPþtVOHþLWDWHOLDPHQRYDWHOLPXVt
E\ĢPD[þtVOLFYUiWDQH]QDþLHNGHOHQLD
Ranlnt#(ab) a < b_a__b_î
10
; b - aî
10
 3UHVQRVĢMHYSRGVWDWHURYQDNiDNRSUHVQRVĢRStVDQiYRY\ããLHXYHGHQHM
þDVWLÄ5R]VDKDSUHVQRVĢYêSRþWX³
• Funkcie typu
y
,   !, nPr, nCrY\åDGXM~QiVOHGQêYQ~WRUQêYêSRþHW
NWRUêP{åHVS{VRELĢKURPDGHQLHFKêENWRUpVDY\VN\WQ~SULMHGQRWOLYêFK
YêSRþWRFK
 &K\E\V~NXPXODWtYQHDPDM~WHQGHQFLXVD]YlþãRYDĢYEOt]NRVWL
VLQJXOiUQHKRERGXDLQÀH[QpKRERGXIXQNFLH
 5R]VDKSUHYêVOHGN\YêSRþWXNWRUêMHPRåQp]REUD]LĢYWYDUHʌYUHåLPH
prirodzeného zobrazenia je I O
6
8YHGRPWHVLYãDNSURVtPåH
]REUD]HQLHQLHNWRUêFKYêVOHGNRYYêSRþWXYWYDUHʌP{åHE\Ģ]QHPRåQHQp
YQ~WRUQRXFK\ERXYêSRþWX=URYQDNpKRG{YRGXVDP{åHWDNLVWRVWDĢåH
YêVOHGN\YêSRþWXNWRUpE\PDOLE\ĢYGHVDWLQQRPWYDUHVD]REUD]LDYWYDUH
n.
&K\E\
.HG\NRĐYHNVDSRþDVYêSRþWX]DNpKRNRĐYHNG{YRGXY\VN\WQHFK\ED]REUD]t
NDONXODþNDFK\ERY~VSUiYX=REUD]HQ~FK\ERY~VSUiYXP{åHWHXNRQþLĢGYRPD
VS{VREPL6WODþHQtPWODþLGOD alebo QD]REUD]HQLHPLHVWDFK\E\DOHER
VWODþHQtPWODþLGOD QD]PD]DQLHVSUiY\DYêSRþWX
background
SK – 23
=REUD]HQLHPLHVWDFK\E\
9þDVHNHćMH]REUD]HQiFK\ERYiVSUiYDVWODþWHWODþLGOR alebo
QDQiYUDWQDREUD]RYNXYêSRþWX.XU]RUEXGHXPLHVWQHQêGRPLHVWDNGH
VDY\VN\WODFK\EDDSUtVWURMEXGHSULSUDYHQêQDYNODGDQLHGiW9\NRQDMWH
QHY\KQXWQpNRUHNFLHYêSRþWXDY\NRQDMWH]QRYXYêSRþHW
.HćRP\ORPYORåtWH·î QDPLHVWR·î 
14 0 2
(alebo )
1
=PD]DQLHFK\ERYHMVSUiY\
9þDVHNHćMH]REUD]HQiFK\ERYiVSUiYDVWODþWHWODþLGOR na návrat na
REUD]RYNXYêSRþWX8YHGRPWHVLSURVtPåHWêPWRWDNLVWR]PDåHWHYêSRþHW
REVDKXM~FLGDQ~FK\EX
&K\ERYpVSUiY\
0DWK(55250DWHPDWLFNiFK\ED
3UtþLQD0HG]LYêVOHGRNDOHER¿QiOQ\YêVOHGRNY\NRQiYDQpKRYêSRþWX
SUHVDKXMHSRYROHQêUR]VDKYêSRþWX9iãYVWXSSUHVDKXMHSRYROHQêUR]VDK
YVWXSXQDMPlSULSRXåLWtIXQNFLt9\NRQiYDQêYêSRþHWREVDKXMHQHSODWQ~
PDWHPDWLFN~RSHUiFLXQDSUGHOHQLHQXORX
$NFLD6NRQWUROXMWHYORåHQpKRGQRW\]QtåWHSRþHWþtVOLFDVN~VWHWR]QRYX
.HćSRXåtYDWHDNRDUJXPHQWIXQNFLHQH]iYLVO~SDPlĢDOHERSUHPHQQ~
]DLVWLWHDE\ERODKRGQRWDYSDPlWLDOHERKRGQRWDSUHPHQQHMYUiPFL
SRYROHQpKRUR]VDKXSUHGDQ~IXQNFLX
6WDFN(5525&K\ED]iVREQtND
3UtþLQD9\NRQiYDQêYêSRþHWVS{VRELOåHERODSUHNURþHQiNDSDFLWD]iVREQtND
þtVHODOHER]iVREQtNDSUtND]RY
$NFLD=MHGQRGXãWHSRþtWDQêYêUD]WDNDE\QHSUHNUDþRYDONDSDFLWX
]iVREQtND6N~VWHUR]GHOLĢYêSRþHWGRGYRFKDOHERYLDFþDVWt
6\QWD[(55256\QWDNWLFNiFK\ED
3UtþLQD1DVWDOSUREOpPVIRUPiWRPY\NRQiYDQpKRYêSRþWX
$NFLDVykonajte nevyhnutné korekcie.
,QVXႈFLHQW0(0(UURU&K\EDQHGRVWDWNXSDPlWH
3UtþLQD.RQ¿JXUiFLDSDUDPHWURYUHåLPX7$%/(WDEXĐNDþtVHOVS{VRELODåH
ERORSUHWDEXĐNXY\JHQHURYDQêFKYLDFQHåKRGQ{W;
$NFLD1DVWDYWHXåãtUR]VDKSUHYêSRþHWWDEXĐN\]PHQRXKRGQ{W6WDUW
=DþLDWRN(QG.RQLHFD6WHS.URNDVN~VWHWR]QRYX
background
SK – 24
$UJXPHQW(5525&K\EDDUJXPHQWX
3UtþLQD'RIXQNFLHQiKRGQpKRþtVOD5DQOQWEROYORåHQêQHFHORþtVHOQê
argument.
$NFLD$NRDUJXPHQW]DGiYDMWHLEDFHOpþtVOD
3UHGWêPQHåSRåLDGDWHRRSUDYX
NDONXODþN\«
$NNHG\NRĐYHNSRþDVYêSRþWXQDVWDQHFK\EDDOHERDNQHVSOĖXM~YêVOHGN\
YêSRþWXYDãHRþDNiYDQLDY\NRQDMWHQDVOHGXM~FHNURN\$NMHGHQNURNQHY\ULHãL
YiãSUREOpPSUHMGLWHNćDOãLHPXNURNX
8YHGRPWHVLSURVtPåHSUHGY\NRQDQtPWêFKWRNURNRYE\VWHVLPDOLXURELĢ
VDPRVWDWQpNySLHG{OHåLWêFKGiW
 6NRQWUROXMWHSRþtWDQêYêUD]DE\VWHVDXLVWLOLåHQHREVDKXMHåLDGQHFK\E\
 8LVWLWHVDåHSRXåtYDWHVSUiYQ\UHåLPSUHW\SYêSRþWXNWRUêVN~ãDWH
Y\NRQDĢ
 $NY\ããLHXYHGHQpNURN\QHY\ULHãLDYiãSUREOpPVWODþWHWODþLGOR .
.DONXODþNDVSXVWtUXWLQXNWRUiVNRQWUROXMHþLYêSRþWRYpIXQNFLHIXQJXM~
VSUiYQH$NNDONXODþNDREMDYtQHMDNêQHREY\NOêVWDYDXWRPDWLFN\
LQLFLDOL]XMHUHåLPYêSRþWXD]PDåHREVDKSDPlWH3RGUREQpLQIRUPiFLH
RLQLFLDOL]iFLLQDVWDYHQLDQiMGHWHYþDVWLÄ.RQ¿JXUiFLDQDVWDYHQLD
NDONXODþN\³
 9\NRQDMWHLQLFLDOL]iFLXYãHWNêFKUHåLPRYDQDVWDYHQtY\NRQDQtP
QDVOHGXM~FHMRSHUiFLH (CLR) (Setup) (Yes).
9êPHQDEDWpULH
9\ELWiEDWpULDMHLQGLNRYDQiQHMDVQêPGLVSOHMRPNWRUêSUHWUYiYDDMSR
QDVWDYHQtNRQWUDVWXDOHERWêPåHVDþtVOLFDQH]REUD]tQDGLVSOHMLRNDPåLWHSR
]DSQXWtNDONXODþN\$NNWRPXG{MGHY\PHĖWHEDWpULX]DQRY~
'{OHåLWp9\EUDWLHEDWpULHVS{VREtåHVD]PDåHYãHWRNREVDKSDPlWH
NDONXODþN\
 1DY\SQXWLHNDONXODþN\VWODþWHWODþLGOR
(OFF).
$E\VWH]DLVWLOLåHSRþDVYêPHQ\EDWpULHQiKRGQHQH]DSQHWHQDSiMDQLH
NDONXODþN\SRVXĖWHSHYQpSX]GURQDSUHGQ~þDVĢNDONXODþN\
 6S{VRERPXYHGHQêPQDREUi]NXRGVWUiĖWHNU\WDY\PHĖWHEDWpULXGiYDMWH
SR]RUDE\EROLSyO\SOXVDPtQXVVSUiYQHRULHQWRYDQp
 9UiĢWHNU\WQDVYRMHPLHVWR
4. Vykonajte inicializáciu kalkulátora:
(CRL) (All) (Yes)
1HSUHVNDNXMWHY\ããLHXYHGHQêNURN
background
SK – 25
7HFKQLFNp~GDMH
3RåLDGDYN\QDQDSiMDQLHCR2032 ×1
6SRWUHEDHQHUJLH:
3UHYiG]NRYiWHSORWD&Då&
5R]PHU\19 (V) × 84 (Š) × 165 (H) mm
ýDVWRNODGHQpRWi]N\
ý $NR]DLVWLĢYNODGDQLHD]REUD]RYDQLHYêVOHGNRYURYQDNêPVS{VRERP
DNêPVRPWRURELOSULPRGHOLNWRUêQHPiUHåLPSULURG]HQpKR
]REUD]HQLD"
9\NRQDMWHQDVOHGXM~FHRSHUiFLHVWODþLGODPL
(SETUP) (LinelO).
ĆDOãLHLQIRUPiFLHQiMGHWHYþDVWLÄ.RQ¿JXUiFLDQDVWDYHQLDNDONXODþN\³QD
strane E-5.
ý $NR]PHQLĢ]REUD]RYDQLHYêVOHGNX]WYDUX]ORPNXQDGHVDWLQQêWYDU"
$NR]PHQLĢ]REUD]RYDQLHYêVOHGNXRSHUiFLHGHOHQLD]WYDUX]ORPNXQD
GHVDWLQQêWYDU"
3RVWXSQiMGHWHYþDVWLÄ3UHStQDQLHYêVOHGNRYYêSRþWX³QDVWUDQH(
ý $NêMHUR]GLHOPHG]LSDPlĢRXYêVOHGNRY$QVQH]iYLVORXSDPlĢRX
DSDPlĢRXSUHPHQQêFK"
.DåGi]WêFKWRW\SRYSDPlWtIXQJXMHDNRÄNRQWDMQHU³QDGRþDVQpXNODGDQLH
jednoduchej hodnoty.
3DPlĢYêVOHGNRY$QV8NODGiYêVOHGRNQDSRVOHG\Y\NRQDQpKRYêSRþWX
3RXåtYDMWHW~WRSDPlĢQDSUHQHVHQLHYêVOHGNXMHGQpKRYêSRþWXGR
ćDOãLHKRYêSRþWX
1H]iYLVOiSDPlĢ3RXåtYDMWHW~WRSDPlĢQD]KUQXWLHYêVOHGNRY
YLDFQiVREQêFKYêSRþWRY
3UHPHQQp7iWRSDPlĢMHXåLWRþQiYWHG\NHćSRWUHEXMHWHSRXåLĢ
QLHNRĐNRNUiWURYQDN~KRGQRWXYMHGQRPDOHERYLDFYêSRþWRFK
ý $NpRSHUiFLHVWODþLGODPLPiPY\NRQDĢQDSUHFKRG]UHåLPX67$7
ãWDWLVWLFNpYêSRþW\DOHERUHåLPX7$%/(WDEXĐNDþtVHOGRUHåLPX
YNWRURPMHPRåQpY\NRQiYDĢDULWPHWLFNpYêSRþW\"
6WODþWHWODþLGOR (COMP).
ý $NRYUiWLĢNDONXODþNXGRSRþLDWRþQpKRYêFKRGLVNRYpKRQDVWDYHQLD"
9\NRQDMWHQDVOHGXM~FHRSHUiFLH (CLR) (Setup) (Yes)
ý .HćY\NRQiYDPYêSRþHWIXQNFLHSUHþRGRVWDQHPYêVOHGRNYêSRþWX
NWRUêMH~SOQHRGOLãQêRGYêVOHGNXQDVWDUãtFKPRGHORFKNDONXODþLHN"
3ULPRGHOLVSULURG]HQêP]REUD]HQtP1DWXUDO7H[WERRN'LVSOD\PXVt
E\ĢDUJXPHQWIXQNFLHNWRUiSRXåtYD]iWYRUN\QDVOHGRYDQêX]DWYiUDFRX
]iWYRUNRX$NQHVWODþtWHSRYORåHQtDUJXPHQWXWODþLGOR na uzatvorenie
]iWYRUN\P{åXVDDNRþDVĢDUJXPHQWX]DKUQ~ĢQHåLDGXFHKRGQRW\DOHER
YêUD]\
3UtNODGVLQ
6WDUãtPRGHO 30 15 15.5
0RGHOVSULURG]HQêP]REUD]HQtP1DWXUDO7H[WERRN'LVSOD\ 30
15 15.5
$NWXQHVWODþtWHWODþLGOR EXGHYêVOHGNRPYêSRþHWVLQ
30 15 0.7071067812
background
SK – 26
32.<1<$,1)250È&,(./,.9,'È&,,2%$/29é&+
0$7(5,È/29
2GQHVWHREDORYêPDWHULiOGR]EHUQpKRGYRUDQDUHF\NOiFLX
/,.9,'È&,$9<5$'(1é&+(/(.75,&.é&+
$(/(.7521,&.é&+=$5,$'(1Ë
7HQWRV\PEROQDSURGXNWHSUtVOXãHQVWYHDOHERREDOH
]QDPHQiåHVDVSURGXNWRPQHVPLH]DREFKiG]DĢ
DNRVEHåQêPGRPRYêPRGSDGRP=OLNYLGXMWHSURVtP
WHQWRSURGXNWY]EHUQRPGYRUHXUþHQRPQDUHF\NOiFLX
HOHNWULFNêFKDHOHNWURQLFNêFK]DULDGHQt9QLHNWRUêFK
ãWiWRFK(ÒDOHERYLQêFKHXUySVN\FKNUDMLQiFKP{åHWH
YUiWLĢSULN~SHHNYLYDOHQWQpKRQRYpKRSURGXNWXVWDUê
produkt miestnemu predajcovi. Správnou likvidáciou
WRKWRSURGXNWXSRPiKDWHFKUiQLĢFHQQpSUtURGQp
]GURMHDSUHGFKiG]DĢPRåQêPQHJDWtYQ\PGRSDGRP
QDåLYRWQpSURVWUHGLHDĐXGVNp]GUDYLHNXNWRUêPE\
PRKORG{MVĢYG{VOHGNXQHVSUiYQHMOLNYLGiFLHRGSDGX
ĆDOãLHSRGUREQRVWL]tVNDWHQDPLHVWQ\FK~UDGRFKDOHER
YQDMEOLåãRP]EHUQRPGYRUH3ULQHGRGUåDQtVSUiYQHM
likvidácie tohto typu odpadu hrozia zo zákona pokuty.
3UHVSRORþQRVWLYNUDMLQiFK(XUySVNHM~QLH
$NSRWUHEXMHWH]OLNYLGRYDĢHOHNWULFNpDOHERHOHNWURQLFNp
]DULDGHQLHSRåLDGDMWHRQHY\KQXWQpLQIRUPiFLHYiãKR
SUHGDMFXDOHERGRGiYDWHĐD
/LNYLGiFLDYNUDMLQiFKPLPR(XUySVNHMÒQLH
3RåLDGDMWHPLHVWQH~UDG\DOHERYiãKRSUHGDMFX
RLQIRUPiFLHWêNDM~FHVDVSUiYQHMOLNYLGiFLHWRKWRSURGXNWX
7HQWRSURGXNWVSĎĖDSRåLDGDYN\(Ò
)$67ý5DVWêPWRY\KODVXMHåHUiGLRYp]DULDGHQLHW\SX6(&
Y\KRYXMH6PHUQLFL(Ò
.RPSOHWQ~YHU]LXY\KOiVHQLD(Ò
o zhode nájdete na webe: www.sencor.cz
7H[WGL]DMQDWHFKQLFNp~GDMHVDP{åX]PHQLĢEH]SUHGFKiG]DM~FHKR
XSR]RUQHQLDY\KUDG]XMHPHVLSUiYRY\NRQiYDĢWDNpWR]PHQ\
2ULJLQiOQDYHU]LDMHþHVNi
$NWXiOQ\]R]QDPVHUYLVQêFKVWUHGtVNSUHýHVN~UHSXEOLNXQiMGHWHQD
adrese www.sencor.cz
background
background
HU – 1
7DUWDORP
0LQWDPĦYHOHWHN................................................................................................ 2
$V]iPROyJpSLQLFLDOL]iOiVD ........................................................................... 2
%L]WRQViJL¿J\HOPH]WHWpVHN........................................................................... 2
%L]WRQViJLLQWp]NHGpVHNDNH]HOpVKH] .......................................................... 2
$WiSHOOiWiVEHNDSFVROiVDpVNLNDSFVROiVD ................................................. 3
$NLMHO]ĘNRQWUDV]WMiQDNEHiOOtWiVD ................................................................ 3
$JRPERNMHO|OpVH ........................................................................................... 3
$NLMHO]ĘOHROYDViVD ......................................................................................... 4
$PHQNKDV]QiODWD ........................................................................................ 5
$V]iPtWiVLPyGEHiOOtWiVD ............................................................................. 5
$V]iPROyJpSEHiOOtWiVDLQDNNRQ¿JXUiOiVD ................................................. 5
.LIHMH]pVHNpVpUWpNHNEHYLWHOH ...................................................................... 7
6]iPtWiVLHUHGPpQ\HNYiOWiVD ....................................................................... 9
$ODSYHWĘV]iPtWiVRN ..................................................................................... 10
3UtPIDNWRUL]iOiV ............................................................................................. 13
)XQNFLyV]iPtWiVRN ...................................................................................... 14
6WDWLV]WLNDLV]iPtWiVRN67$7 ..................................................................... 17
6]iPWiEOi]DWOpWUHKR]iVDD7$%/(IXQNFLyEyO ........................................ 20
6]iPtWiVLWDUWRPiQ\RNV]iPMHJ\HNV]iPDpVSRQWRVViJ ....................... 21
+LEiN ............................................................................................................... 22
0LHOĘWWNpUQpDV]iPROyJpSMDYtWiViW ......................................................... 24
(OHPFVHUH....................................................................................................... 25
0ĦV]DNLDGDWRN .............................................................................................. 25
*\DNRULNpUGpVHN........................................................................................... 25
background
HU – 2
0LQWDPĦYHOHWHN
(EEHQDNp]LN|Q\YEHQDPLQWDPĦYHOHWHN ikonnal vannak jelölve. Hacsak
QLQFVNLIHMH]HWWHQPiVNpSSMHOH]YHPLQGHQPLQWDPĦYHOHWIHOWpWHOH]LKRJ\
DV]iPROyJpSDNH]GHWLDODSpUWHOPH]HWWEHiOOtWiVRNEDQYDQ$V]iPROyJpS
HUHGHWLDODSEHiOOtWiVDLQDNYLVV]DiOOtWiViKR]N|YHVVHDÄ6]iPROyJpS
LQLFLDOL]iOiVD´UpV]EHQOHtUWHOMiUiVW
$PLQWDPĦYHOHWHNEHQKDV]QiOW   és V]LPEyOXPRNUyO
DÄ6]iPROyJpSEHiOOtWiVDLQDNNRQ¿JXUiOiVD´FtPĦUpV]EHQROYDVKDW
$V]iPROyJpSLQLFLDOL]iOiVD
+DMWVDYpJUHD]DOiEELHOMiUiVWKDLQLFLDOL]iOQLV]HUHWQpDV]iPROyJpSHW
pVYLVV]DV]HUHWQpiOOtWDQLDV]iPtWiVLPyGRWpVEHiOOtWiVRNDWDNH]GHWL
DODSpUWHOPH]HWWEHiOOtWiVRNUD.pUMNYHJ\H¿J\HOHPEHKRJ\H]DPĦYHOHW
DV]iPROyJpSPHPyULiMiEDQWiUROW|VV]HVDGDWRWLVW|UOL
(CLR) (All) (Yes)
%L]WRQViJLLQWp]NHGpVHN
$NNXPXOiWRU
 $]HOHPHNHWWDUWVDWiYROJ\HUPHNHNWĘO
 &VDNDMHOHQNp]LN|Q\YEHQHKKH]DV]iPROyJpSKH]PHJKDWiUR-
]RWWWtSXV~HOHPHWKDV]QiOMRQ
.H]HOpVVHONDSFVRODWRVEL]WRQViJL
¿J\HOPH]WHWpVHN
 0pJDNNRULVKDDV]iPROyJpSPHJIHOHOĘHQPĦN|GLNFVHUpOMHNLD]
HOHPHWOHJDOiEEKiURPpYHQWH/5$0YDJ\NpWpYHQWH580

$OHPHUOWHOHPEĘOHOHNWUROLWV]LYiURJKDWDPLDV]iPROyJpSNiURVRGiViW
pVKLEiVPĦN|GpVpWRNR]KDWMD6RKDQHKDJ\MRQOHPHUOWHOHPHW
DV]iPROyJpSEHQ1HSUyEiOMDPHJKDV]QiOQLDV]iPROyJpSHWKDD]HOHP
WHOMHVHQOHPHUOW
 $V]iPROyJpSKH]PHOOpNHOWHOHPV]iOOtWiVpVWiUROiVN|]EHQNLVVp
OHPHUO(PLDWWHOĘIRUGXOKDWKRJ\DQRUPiOYiUKDWyDNNXPXOiWRU
pOHWWDUWDPQiOKDPDUDEENLNHOOFVHUpOQLH
 1HKDV]QiOMDpVQHWiUROMDH]WDV]iPROyJpSHWV]pOVĘVpJHV
KĘPpUVpNOHWQHNPDJDVSiUDWDUWDORPQDNpVSRUQDNNLWHWWKHO\HQ
 1HWHJ\HNLDV]iPROyJpSHWW~O]RWWWpVQHNQ\RPiVQDNYDJ\
KDMOtWiVQDN
 6RKDQHV]HUHOMHV]pWH]WDV]iPROyJpSHW
 $V]iPROyJpSYDJ\D]HOHPHNiUWDOPDWODQtWiVDNRUWDUWVDEHD]gQ
UpJLyMiEDQKDWiO\RVW|UYpQ\HNHWpVHOĘtUiVRNDW
background
HU – 3
$WiSHOOiWiVEHNDSFVROiVDpV
NLNDSFVROiVD
$V]iPROyJpSEHNDSFVROiViKR]Q\RPMDPHJD gombot.
$V]iPROyJpSNLNDSFVROiViKR]Q\RPMDPHJD]
(OFF) gombot.
7iSHOOiWiVDXWRPDWLNXVNLNDSFVROiVD
+DSHUFLJQHPKDMWYpJUHVHPPLO\HQPĦYHOHWHWDV]iPROyJpS
DXWRPDWLNXVDQNLNDSFVRO+DH]PHJW|UWpQLNQ\RPMDPHJD
gombot
DV]iPROyJpSLVPpWHOWEHNDSFVROiViKR]
$NLMHO]ĘNRQWUDV]WMiQDNEHiOOtWiVD
$&2175$67.RQWUDV]WNpSHUQ\ĘPHJMHOHQtWpVpKH]KDMWVDYpJUH
DN|YHWNH]ĘJRPEPĦYHOHWHNHW
A (SETUP) Ż&217Ź
majd a és a JRPERNNDOiOOtWVDEHDNRQWUDV]WRW$NtYiQWEHiOOtWiVXWiQ
nyomja meg a gombot.
)RQWRV+DDNLMHO]ĘNRQWUDV]WMiQDNEHiOOtWiVDQHPMDYtWMDD]ROYDVKDWyViJRW
D]YDOyV]tQĦOHJD]WMHOHQWLKRJ\D]HOHPOHPHUOW&VHUpOMHNLD]HOHPHW
*RPEMHO|OpVHN
Ha megnyomja a vagy JRPERWPDMG
HJ\PiVLNJRPERWDPiVRGLNJRPEDOWHUQDWtY
IXQNFLyMDNHUOYpJUHKDMWiVUD$]DOWHUQDWtY
IXQNFLyWDJRPEI|OpQ\RPWDWRWWV]|YHJMHO]L
$N|YHWNH]ĘUpV]HOPDJ\DUi]]DPLWMHOHQWHQHND]
DOWHUQDWtYIXQNFLyJRPERNHJ\HVV]tQHL
$OWHUQDWtYIXQNFLyN
*RPEIXQNFLy
+DDJRPEMHO|OpV
V]|YHJpQHNV]tQH
$]WMHOHQWLKRJ\
Sárga
Nyomja meg a
JRPERWPDMGDJRPERW
DPHJIHOHOĘIXQNFLyHOpUpVpKH]
Piros
Nyomja meg a
JRPERWPDMGDJRPERW
DPHJIHOHOĘYiOWR]yiOODQGyYDJ\V]LPEy-
OXPEHV]~UiViKR]
background
HU – 4
$NLMHO]ĘOHROYDViVD
$V]iPROyJpSNLMHO]ĘMHPHJMHOHQtWLDEHYLWWNLIHMH]pVHNHWV]iPtWiVL
HUHGPpQ\HNHWpVNO|QIpOHPXWDWyNDW
.LIHMH]pVEHV]~UiVD
-HO]ĘN
6]iPtWiVLHUHGPpQ\
 +DPHJMHOHQLNDŹMHO]pVDV]iPtWiVLHUHGPpQ\MREEROGDOiQD]D]WMHOHQWL
KRJ\DPHJMHOHQtWHWWV]iPtWiVLHUHGPpQ\DMREEROGDORQIRO\WDWyGLN+DV]QiOMD
a
és JRPERNDWDV]iPtWiVLHUHGPpQ\NpSHUQ\ĘMpQHNJ|UJHWpVpKH]
Ha mgjelenik a ÒMHO]pVDEHtUWNLIHMH]pVMREEROGDOiQD]D]WMHOHQWL
KRJ\DPHJMHOHQtWHWWV]iPtWiVMREEUDIRO\WDWyGLN$ és gombokkal
J|UJHWKHWLDEHLOOHV]WHWWNLIHMH]pVW.pUMNYHJ\H¿J\HOHPEHKRJ\KD
YLVV]DDNDUMDWHNHUQLDEHV]~UWNLIHMH]pVWPLN|]EHQDŹpVDÒ jelzés is
PHJMHOHQLNHOĘV]|UPHJNHOOQ\RPQLDD JRPERWPDMGD és a
gombokat kell használnia a visszatekeréshez.
-HO]pVHNDNLMHO]ĘQ
(]
DMHO]pV
$]WMHOHQWLKRJ\
S
$ELOOHQW\Ħ]HWHWD
gomb megnyomásával átváltotta.
+DEiUPHO\LNJRPERWPHJQ\RPMDDELOOHQW\Ħ]HWiWYiOWiVD
PHJV]DNDGpVH]DMHO]ĘIpQ\NLDOV]LN
A
$]DOIDQXPHULNXVEHYLWHOLPyGRWD gomb megnyomásával
DNWLYiOWD+DEiUPHO\LNJRPERWPHJQ\RPMDD]DOIDQXPHULNXV
EHYLWHOLPyGEHIHMH]ĘGLNpVH]DMHO]ĘIpQ\NLDOV]LN
0 (J\pUWpNWiUROyGLNDIJJHWOHQPHPyULiEDQ
672
$V]iPROyJpSNpV]HQiOODYiOWR]yQpYPHJDGiViUDDPHOO\HO
pUWpNHWUHQGHOKHWKR]]iDYiOWR]yKR](]DMHO]pVD]
(STO) gomb megnyomásakor jelenik meg.
5&/
(]DV]iPROyJpSNpV]HQiOOHJ\YiOWR]yQpYEHYLWHOpUHDYiOWR]ypUWpNpQHN
HOĘKtYiViKR](]DMHO]ĘIpQ\D gomb lenyomása után jelenik meg.
STAT $V]iPROyJpS67$7VWDWLV]WLNDLV]iPtWiVRNPyGEDQYDQ
D
Az alapértelmezett szögmértékegység a fok.
R
Az alapértelmezett szögmértékegység a radián.
G
Az alapértelmezett szögmértékegység a grad.
),; $UHQGV]HUPHJKDWiUR]RWWV]iP~WL]HGHVMHJ\HWKDV]QiO
SCI $UHQGV]HUU|J]tWHWWV]iP~pUYpQ\HVV]iPMHJ\HWKDV]QiO
0DWK
0HJMHOHQtWpVLIRUPiWXPNpQWDWHUPpV]HWHVPHJMHOHQtWpVYDQNLYiODV]WYD
źŸ
5HQGHONH]pVUHiOOQDNV]iPtWiVLHOĘ]PpQ\PHPyULDDGDWRN
DPHO\HNOHMiWV]KDWyNYDJ\WRYiEELDGDWRNiOOQDNUHQGHONH]pVUH
D]DNWXiOLVNpSHUQ\ĘIHOHWWDODWW
'LVS
$NLMHO]ĘMHOHQOHJDW|EESDUDQFVRVV]iPtWiVN|]EHQVĘ
eredményét mutatja.
)RQWRV%L]RQ\RVWtSXV~KRVV]~LGHLJWDUWyV]iPtWiVRNHVHWpQHOĘIRUGXOKDW
KRJ\DNLMHO]ĘQFVDNDIHQWLMHO]pVHNMHOHQQHNPHJpUWpNQpONOPLN|]EHQ
DEHOVĘV]iPtWiVWYpJ]L
background
HU – 5
0HQNKDV]QiODWD
$V]iPROyJpSHJ\HVPĦYHOHWHLPHQNVHJtWVpJpYHOKDMWKDWyNYpJUH3pOGiXOD
vagy a JRPEPHJQ\RPiViYDOPHJMHOHQLNDPHJIHOHOĘIXQNFLyNPHQMH
$PHQNEHQYDOyQDYLJiOiVKR]DN|YHWNH]ĘPĦYHOHWHNHWNHOOYpJUHKDMWDQLD
 $PHQHOHPHWDPHQNpSHUQ\ĘEDOROGDOiQOpYĘV]iPQDNPHJIHOHOĘ
számgomb megnyomásával választhatja ki.
 $źMHO]ĘDPHQMREEIHOVĘVDUNiEDQD]WMHOHQWLKRJ\D]DNWXiOLVPHQDODWW
YDQHJ\PiVLNPHQ$ŸMHO]ĘDN|YHWNH]ĘPDJDVDEEV]LQWĦPHQWMHO]L
$PHQNN|]|WWLYiOWiVKR]KDV]QiOMDD
és gombokat.
$PHQEH]iUiViKR]DQpONOKRJ\EiUPLWNLYiODV]WDQDQ\RPMDPHJD gombot.
$V]iPtWiVLPyGEHiOOtWiVD
+DLO\HQWtSXV~PĦYHOHWHWV]HUHWQH
YpJUHKDMWDQL
+DMWVDYpJUH
DN|YHWNH]Ę
JRPEPĦYHOHWHNHW
ÈOWDOiQRVV]iPtWiVRN
(COMP)
6WDWLV]WLNDLpVUHJUHVV]LyVV]iPtWiVRN
(STAT)
Számtáblázat generálása kifejezés alapján
(TABLE)
0HJMHJ\]pV$NH]GHWLDODSpUWHOPH]HWWV]iPtWiVLPyGD&203iOWDOiQRV
V]iPtWiVRN
$V]iPROyJpSEHiOOtWiVDLQDN
NRQ¿JXUiOiVD
(OĘV]|UKDMWVDYpJUHDN|YHWNH]ĘJRPEPĦYHOHWHNHWDEHiOOtWiVLPHQ
PHJMHOHQtWpVpKH] (SETUP). Ezután használja a és
V]iPJRPERNDWDNtYiQWEHiOOtWiVRNNRQ¿JXUiOiViKR]
$]DOiK~]RWWBBBBEHiOOtWiVRNDNH]GHWLDODSpUWHOPH]HWWEHiOOtWiVRN
0WK,2 /LQHO2Meghatározza
DPHJMHOHQtWpVLIRUPiWXPRW
A 1DWXUDO'LVSOD\7HUPpV]HWHVPHJMHOHQtWpV
0WK,2W|UWHNHWLUUDFLRQiOLVV]iPRNDWpVHJ\pE
NLIHMH]pVHNHWDSDStUUDtUWiOODSRWEDQMHOHQtWPHJ
0WK,2A MathOYDJ\D/LQH2NLYiODV]WiVD$0DWK2DEHPHQHWLpVV]iPtWiVL
HUHGPpQ\HNHWXJ\DQRO\DQIRUPiWXPEDQMHOHQtWLPHJPLQWDSDStUUDtUYD
$/LQH2XJ\DQ~J\MHOHQtWLPHJDEHPHQHWHWPLQWD0DWK2GHDV]iPtWiVL
eredmények lineáris formátumban jelennek meg.
A /LQHDU'LVSOD\/LQHiULVPHJMHOHQtWpV
/LQHO2hatására a törtek és más kifejezések
egyetlen sorban jelennek meg.
0HJMHJ\]pV$PLNRUDNWLYiOMDD67$7VWDWLV]WLNDLV]iPtWiVRNPyGRW
DV]iPROyJpSDXWRPDWLNXVDQOLQHiULVPHJMHOHQtWpVUHYiOW(EEHQ
DNp]LN|Q\YEHQDPLQWDPĦYHOHWPHOOHWWL V]LPEyOXPDWHUPpV]HWHV
iEUi]ROiVW0DWK2PtJD V]LPEyOXPDOLQHiULViEUi]ROiVWMHO|OL
background
HU – 6
'HJ 5DG *UD)RNRNDWUDGLiQRNDWYDJ\JUDGRNDWKDWiUR]
PHJV]|JHJ\VpJNpQWD]pUWpNHNEHYLWHOpKH]pVDV]iPtWiVLHUHGPpQ\
PHJMHOHQtWpVpKH]
0HJMHJ\]pV(EEHQDNp]LN|Q\YEHQDSpOGDPĦYHOHWPHOOHWWL V]LPEyOXP
IRNRNDWPtJD V]LPEyOXPUDGLiQRNDWMHO|O
)L[ Sci 1RUP0HJKDWiUR]]DDV]iPtWiVLHUHGPpQ\
PHJMHOHQtWpVpKH]V]NVpJHVV]iPMHJ\HNV]iPiW
)L[5|J]tWHWW Az Ön által megadott érték (0 és 9 között) határozza meg
DPHJMHOHQtWHWWV]iPtWiVLHUHGPpQ\HNWL]HGHVMHJ\HLQHNV]iPiW$V]iPtWiVL
HUHGPpQ\HNHWDUHQGV]HUDPHJDGRWWV]iPMHJ\UHNHUHNtWLPLHOĘWWPHJMHOHQQH
Példa:
·  )L[
 )L[
6FL7XGRPiQ\RV$]gQiOWDOPHJDGRWWpUWpNWĘOLJKDWiUR]]DPHJ
DPHJMHOHQtWHWWV]iPtWiVLHUHGPpQ\HNpUYpQ\HVV]iPMHJ\HLQHNV]iPiW
$V]iPtWiVLHUHGPpQ\HNHWDUHQGV]HUDPHJDGRWWV]iPMHJ\UHNHUHNtWLPLHOĘWW
megjelenne.
Példa: 1 ÷ 7 = 1.4286 × 10
-1
(Sci 5)
1.429 × 10
-1
(Sci 4)
1RUP1RUPiO$NpWHOpUKHWĘEHiOOtWiV1RUP1RUPYDODPHO\LNpQHN
NLYiODV]WiVDPHJKDWiUR]]DD]WDWDUWRPiQ\WDPHO\EHQD]HUHGPpQ\HNQHP
H[SRQHQFLiOLVIRUPiWXPEDQMHOHQQHNPHJ$PHJDGRWWWDUWRPiQ\RQNtYOD]
HUHGPpQ\HNH[SRQHQFLiOLVIRUPiWXPEDQMHOHQQHNPHJ
Norm 1:10
-2
!_[__x| 10
10
Norm 2:10
-9
!_[__[_ 10
10
Példa: 1 ÷ 200 = 5 × 10
-3
(Norm 1)
0.005 (Norm 2)
DEF GF9HJ\HVW|UWHWDEFYDJ\QHPPHJIHOHOĘW|UWHWGFDG
PHJDW|UWHNPHJMHOHQtWpVpKH]DV]iPtWiVLHUHGPpQ\HNEHQ
STAT 21; 2))
0HJKDWiUR]]DKRJ\67$7VWDWLV]WLNDLV]iPtWiVRNPyGEDQPHJMHOHQMHQH
D)5(4IUHNYHQFLDRV]ORSD6WDW(GLWRUEDQ
'LVS 'RW; &RPPD
0HJKDWiUR]]DKRJ\SRQWYDJ\YHVV]ĘMHOHQMHQHPHJWL]HGHVYHVV]ĘNpQW
DV]iPtWiVLHUHGPpQ\HNEHQ$EHLOOHV]WpVVRUiQPLQGLJPHJMHOHQLNHJ\SRQW
0HJMHJ\]pV+DHJ\SRQWRWYiODV]WNLWL]HGHVMHJ\NpQWDW|EEV]|U|V
HUHGPpQ\HOYiODV]WyMDYHVV]Ę+DYHVV]ĘYDQNLYiODV]WYDD]HOYiODV]WyMHO
SRQWRVYHVV]Ę
Ż&217Ź
$NLMHO]ĘNRQWUDV]WMiQDNEHiOOtWiVD5pV]OHWHVLQIRUPiFLyNDWD]Ä$NLMHO]Ę
NRQWUDV]WMiQDNEHiOOtWiVD´UpV]EHQWDOiO
$V]iPROyJpSEHiOOtWiVDLQDNLQLFLDOL]iOiVD
$]DOiEELHOMiUiVYpJUHKDMWiViYDOLQLFLDOL]iOKDWMDDV]iPROyJpSHWDPHO\
YLVV]DiOOtWMDDV]iPtWiVLPyGRW&203UDiOWDOiQRVV]iPtWiVRNpV
YLVV]DiOOtWMDD]|VV]HVW|EELEHiOOtWiVWEHOHpUWYHDEHiOOtWiVPHQEHQOpYĘNHW
LVDNH]GHWLDODSpUWHOPH]HWWpUWpNHNUH
(CLR) (Setup) (Yes)
background
HU – 7
.LIHMH]pVHNpVpUWpNHNEHYLWHOH
$EHLOOHV]WpVDODSV]DEiO\DL
$V]iPtWiVRNDWXJ\DQDEEDQDIRUPiWXPEDQLOOHV]WKHWLEHPLQWDKRJ\DQ
D]RNDWtUWD$ JRPEPHJQ\RPiVDNRUDEHYLWWV]iPtWiVSULRULWiVLVRUUHQGMH
DXWRPDWLNXVDQNLpUWpNHOpVUHNHUOpVPHJMHOHQLND]HUHGPpQ\
4 × sin30 × (30 + 10 × 3) = 120
*
1
$VLQVLQKpVHJ\pE]iUyMHOHWWDUWDOPD]yIJJYpQ\HNHVHWpQHJ\]iUy
]iUyMHOEHV]~UiVDV]NVpJHV
*
2
(]HNDV]RU]yV]LPEyOXPRNîHOKDJ\KDWyN$V]RU]yV]LPEyOXP
HOKDJ\KDWyKDN|]YHWOHQOHJ\Q\LWy]iUyMHOHOĘWWN|]YHWOHQODVLQYDJ\
PiV]iUyMHOHWWDUWDOPD]yIJJYpQ\HOĘWWN|]YHWOHQOD5DQYpOHWOHQV]iP
IJJYpQ\HOĘWWYDJ\N|]YHWOHQOHJ\YiOWR]y$%&'()0;<ʌ
vagy HOĘWW
*
3
$N|]YHWOHQODPĦYHOHWHOĘWWL ]iUyMHOHOKDJ\KDWy
3pOGDDEHV]~UiVLPĦYHOHWHN *
2
és *
3
kihagyására a fenti példában.
4
30 30 10 3
0HJMHJ\]pV+DDV]iPtWiVDEHYLWHOVRUiQKRVV]DEEPLQWDNpSHUQ\Ę
V]pOHVVpJHDNpSHUQ\ĘDXWRPDWLNXVDQMREEUDJ|UGOpVDŻMHO]pVPHJMHOHQLN
DNLMHO]ĘQ+DH]PHJW|UWpQLNDNXU]RUPR]JDWiViKR]D és gombok
VHJtWVpJpYHOYLVV]DWHNHUKHWLEDOUD/LQHiULVPHJMHOHQtWpVHVHWpQD gomb
PHJQ\RPiViYDODNXU]RUDV]iPtWiVHOHMpUHD gomb megnyomásával
SHGLJDYpJpUHXJULN+DDWHUPpV]HWHVNLMHO]pVWYiODV]WMDD gomb
PHJQ\RPiViYDOPLN|]EHQDNXU]RUDEHLOOHV]WHWWV]iPtWiVYpJpQYDQD]
HOHMpUHXJULNPtJD JRPEOHQ\RPiViYDOPLN|]EHQDNXU]RUD]HOHMpQYDQ
DYpJpUHXJULN$V]iPtWiVKR]PHJDGKDWyPD[EiMW0LQGHQV]iPMHJ\
V]LPEyOXPYDJ\IJJYpQ\iOWDOiEDQEiMWRWKDV]QiO(J\HVIXQNFLyN
EiMWRWLJpQ\HOQHN+DYDJ\NHYHVHEEEiMWPDUDGWDEHYLWHOUHDNXU]RUý-re
YiOW+DH]PHJW|UWpQLNKDJ\MDDEEDDV]iPtWiVEHYLWHOpWPDMGQ\RPMDPHJ
a gombot.
6]iPtWiVLSULRULWiVRNVRUUHQGMH
$EHiJ\D]RWWV]iPtWiVRNSULRULWiVLVRUUHQGMHD]DOiEELV]DEiO\RNV]HULQWNHUO
NLpUWpNHOpVUH+DNpWNLIHMH]pVSULRULWiVDD]RQRVDV]iPtWiVEDOUyOMREEUD
történik.
1. .LIHMH]pVHN]iUyMHOEHQ
2.
)XQNFLyNDPHO\HNKH]DUJXPHQWXPUDYDQV]NVpJDMREE
ROGDORQpVHJ\]iUy]iUyMHOUHÄ´D]DUJXPHQWXPXWiQ
3.
A bemeneti érték (x
2
x
3
x
-1
x¶´
r

g
XWiQLIJJYpQ\HN
a hatványok ( J\|N|N )
4. Törtszámok
background
HU – 8
5.
1HJDWtYHOĘMHO௅
0HJMHJ\]pV+DQHJDWtYpUWpNHWSOQpJ\]HWUHHPHOD]
HPHOHQGĘpUWpNHW]iUyMHOEH 2 ) kell tenni.
Mivel az x
2
QHNQDJ\REEDSULRULWiVDPLQWDQHJDWtYHOĘMHOQHN
a
2 EHV]~UiVDDHVV]iPMHJ\QpJ\]HWUHHPHOpVpW
PDMGDQHJDWtYHOĘMHOKR]]iDGiViWHUHGPpQ\H]L(]pUWNpUMN
PLQGLJHPOpNH]]HQDSULRULWiVLVRUUHQGUHpVKDV]NVpJHV
WHJ\H]iUyMHOEHDQHJDWtYpUWpNHNHW
6. %HFVOW67$7VWDWLV]WLNDLV]iPtWiVRNPyGpUWpNHL
,   )
7. 6]RU]iVDKRODV]RU]iVMHOHNLPDUDG
8. 3HUPXWiFLynPrNRPELQiFLynCr)
9. 6]RU]iVRV]WiV
×

÷
)
10. gVV]HDGiVNLYRQiV
7HUPpV]HWHVPHJMHOHQtWpVEHLOOHV]WpVH1DWXUDO'LVSOD\
$WHUPpV]HWHVPHJMHOHQtWpVYiODV]WiVDOHKHWĘYpWHV]LDW|UWHNpVEL]RQ\RV
IJJYpQ\HNORJx
2
x
3
    x
-1
,  , Abs) bevitelét és
PHJMHOHQtWpVpWDWDQN|Q\YHNEHQOHtUWPyGRQ
2 2 1 2
)RQWRV%L]RQ\RVWtSXV~NLIHMH]pVHNPLDWWDV]iPtWiVLNpSOHWPDJDVViJDQDJ\REE
PLQWDNLMHO]ĘHJ\VRUD$V]iPtWiVLNpSOHWPD[LPiOLVPHJHQJHGHWWPDJDVViJDNpW
NpSHUQ\ĘSRQWî+DDEHV]~UWV]iPtWiVPDJDVViJDPHJKDODGMDDPHJHQJHGHWW
KDWiUpUWpNHWDWRYiEELEHLOOHV]WpVOHWLOWiVUDNHUO$IJJYpQ\HNpV]iUyMHOHN
HJ\PiVEDiJ\D]iVDVOO\HV]WpVHPHJHQJHGHWW+DW~OVRNIJJYpQ\WpVYDJ\
]iUyMHOHWiJ\D]EHDWRYiEELHJ\PiVEDiJ\D]iVOHOHV]WLOWYD+DH]PHJW|UWpQLN
RVV]DIHODV]iPtWiVWW|EEUpV]UHpVV]iPtWVDNLPLQGHJ\LNUpV]WNO|QNO|Q
0HJMHJ\]pVHa megnyomja a JRPERWpVDV]iPtWiVLHUHGPpQ\W
WHUPpV]HWHVPHJMHOHQtWpVVHONDSMDPHJHOĘIRUGXOKDWKRJ\DEHtUWNLIHMH]pV
HJ\UpV]HOHOHV]YiJYD+DLVPpWPHJNHOOMHOHQtWHQLHDWHOMHVEHV]~UW
NLIHMH]pVWQ\RPMDPHJD JRPERWPDMGD és a gombokkal
J|UJHVVHQYpJLJDEHV]~UWNLIHMH]pVHQ
eUWpNHNpVNLIHMH]pVHNKDV]QiODWDDUJXPHQWXPNpQW
&VDNWHUPpV]HWHVPHJMHOHQtWpV
$PiUPHJDGRWWpUWpNHWYDJ\NLIHMH]pVWKDV]QiOKDWMDDIJJYpQ\
argumentumaként. Például a
EHtUiVXWiQ
argumentummal teheti meg az eredményhez.
1 + EHV]~UiViKR]PDMGUDW|UWpQĘPyGRVtWiViKR]
1 7 6
(INS)
background
HU – 9
$PLQWDIHQWLSpOGiEyOOiWKDWyDNXU]RUWyOMREEUDOpYĘpUWpNYDJ\NLIHMH]pVD]
,16JRPEOHQ\RPiVDNRUD]DOiEEPHJDGRWWIJJYpQ\DUJXPHQWXPiYiYiOLN
$]DUJXPHQWXPQDNWHNLQWKHWĘWDUWRPiQ\PLQGHQDMREEROGDOLHOVĘQ\LWRWW]iUyMHOLJ
KDYDQLO\HQYDJ\PLQGHQDMREEROGDOLHOVĘIJJYpQ\LJVLQ,RJVWE
(]DNpSHVVpJDN|YHWNH]ĘIXQNFLyNEDQKDV]QiOKDWy   ( )
( ) (    (  .
)HOOtUiVLEHYLWHOLPyGFVDNOLQHiULVNLMHO]Ę
%HYLWHOLPyGNpQWNLYiODV]WKDWMDDEHV]~UiVWYDJ\DIHOOtUiVWGHFVDNDNNRUKD
D/LQHiULVPHJMHOHQtWpV/LQHDU'LVSOD\YDQNLYiODV]WYD)HOOtUiVLPyGEDQDEHV]~UW
V]|YHJOHFVHUpOLDNXU]RUDNWXiOLVSR]tFLyMiEDQOpYĘV]|YHJHW$EHV]~UiVLpVIHOOtUiVL
PyGRNN|]|WWDN|YHWNH]ĘPĦYHOHWHNYpJUHKDMWiViYDOYiOWKDW ,16%HV]~UiV
PyGEDQDNXU]RUÄ ³IRUPiEDQMHOHQLNPHJIHOOtUiVLPyGEDQÄ “-ként jelenik meg.
0HJMHJ\]pV$WHUPpV]HWHVPHJMHOHQtWpV1DWXUDO'LVSOD\PyGEDQPLQGLJDEHV]~UiV
PyGKDV]QiODWRVtJ\DOLQHiULVPHJMHOHQtWpVUĘOWHUPpV]HWHVPHJMHOHQtWpVUHW|UWpQĘ
PHJMHOHQtWpVLIRUPiWXPPyGRVtWiVDNRUDXWRPDWLNXVDQEHV]~UiVPyGEDYiOW
.LIHMH]pVMDYtWiVDpVW|UOpVH
(J\HWOHQNDUDNWHUYDJ\IJJYpQ\W|UOpVH0R]JDVVDDNXU]RUW~J\KRJ\
N|]YHWOHQODW|U|OQLNtYiQWNDUDNWHUWĘOYDJ\IJJYpQ\WĘOMREEUDOHJ\HQPDMG
nyomja meg a gombot.
)HOOtUiVLPyGEDQPR]JDVVDDNXU]RUW~J\KRJ\D]N|]YHWOHQODW|U|OQLNtYiQW
NDUDNWHUYDJ\IJJYpQ\DODWWOHJ\HQPDMGQ\RPMDPHJD gombot.
.DUDNWHUYDJ\IJJYpQ\EHV]~UiVDDV]iPtWiVEDA és gombokkal
PR]JDVVDDNXU]RUWRGDDKRYiHJ\NDUDNWHUWYDJ\IJJYpQ\WEHV]HUHWQH
V]~UQLPDMGLOOHVV]HEH+DDOLQHiULVPHJMHOHQtWpVWYiODV]WMDPLQGLJJ\HOMHQ
DEHV]~UiVLPyGKDV]QiODWiUD
$WHOMHVEHLOOHV]WHWWV]iPtWiVW|UOpVHNyomja meg a gombot.
$V]iPtWiVLHUHGPpQ\YiOWiVD
+DDWHUPpV]HWHVPHJMHOHQtWpVWYiODV]WMDD gomb minden egyes
PHJQ\RPiVDNRUD]DNWXiOLVDQPHJMHOHQtWHWWV]iPtWiVLHUHGPpQ\iWYiOWDW|UWpV
DGHFLPiOLVD]rpVDGHFLPiOLVLOOHWYHD alakja és a decimális alakja között.
ʌ ÷ 6 = ʌ 
(ʌ) 6 ʌ 0.5235987756
( + 2) × = + 2  
2 2 3 + 2 5.913591358
+DDOLQHiULVPHJMHOHQtWpVWYiODV]WMDD gomb minden egyes
PHJQ\RPiVDNRUD]DNWXiOLVDQPHJMHOHQtWHWWV]iPtWiVLHUHGPpQ\WL]HGHVpV
tört alakja között vált.
·  
1 5 0.2 1 5
1 - =  
1 4 5 1 5 0.2
background
HU – 10
)RQWRV• A JRPEPHJQ\RPiVDNRUPHJMHOHQĘV]iPtWiVLHUHGPpQ\
WtSXViWyOIJJĘHQD]iWDODNtWiVLIRO\DPDWHOWDUWKDWHJ\LGHLJ(J\HV
V]iPtWiVLHUHGPpQ\HNHVHWpQD gomb megnyomása nem konvertálja
iWDPHJMHOHQtWHWWpUWpNHW1HPYiOWKDWiWWL]HGHVW|UWIRUPiUyOYHJ\HVW|UW
IRUPiUDKDDYHJ\HVW|UWEHQKDV]QiOWV]iPMHJ\HNWHOMHVV]iPDEHOHpUWYHD]
HJpV]V]iPRNDWDV]iPOiOyWDQHYH]ĘWpVD]HOYiODV]WyWLVPHJKDODGMDDHW
0HJMHJ\]pVA természetes nézetben (MathO) a gomb helyett a
JRPEPHJQ\RPiVDDV]iPtWiVEHYLWHOHXWiQDV]iPtWiVHUHGPpQ\pW
WL]HGHVIRUPiEDQMHOHQtWLPHJ$] ~MEyOLPHJQ\RPiViYDOiWYiOWDV]iPtWiVL
eredmény tört vagy ʌ alakjára. Az eredmény alakzat ebben az esetben nem
jelenik meg.
$ODSYHWĘV]iPtWiVRN
6]iPtWiVRNW|UWHNNHO
.pUMNYHJ\H¿J\HOHPEHKRJ\DW|UWHNEHV]~UiVLPyGMDHOWpUĘDWWyOIJJĘHQ
hogy természetes vagy lineáris ábrázolást használ.
+ = 2 3 1 2
nebo 2 3 1 2
2 3 1 2 7 6
4 - 3 = 4 ( ) 3 1 2
4 3 1 2 1 2
0HJMHJ\]pV+DDW|UWHNHWpVDWL]HGHVpUWpNHNHWNRPELQiOMDDV]iPtWiVVRUiQ
OLQHiULVPHJMHOHQtWpVLPyGEDQD]HUHGPpQ\WL]HGHVpUWpNNpQWMHOHQLNPHJ
$W|UWHNDNNRUMHOHQQHNPHJDV]iPtWiVLHUHGPpQ\HNEHQPLXWiQD]RNDWQHP
UHGXNiOKDWyW|UWWpFV|NNHQWHWWHDV]iPOiOyWpVDQHYH]ĘWPiUQHPOHKHWNLYRQQL
$V]iPtWiVLHUHGPpQ\iWYiOWiVDDQHPPHJIHOHOĘW|UWIRUPDpVDYHJ\HV
W|UWIRUPDN|]|WW+DMWVDYpJUHDN|YHWNH]ĘJRPEPĦYHOHWHNHW (a
)
$V]iPtWiVLHUHGPpQ\YiOWiVDW|UWpVWL]HGHVDODNN|]|WW
Nyomja meg a ) gombot.
6]iPtWiVRNV]i]DOpNRNNDO
+DEHtUHJ\pUWpNHWpVPHJQ\RPMDD JRPERWDPHJDGRWWpUWpN
százalékos lesz.
î 
150

30
6]iPtWiVD]KiQ\V]i]DOpNDD
660
880 
75
Q|YHOpVHNDO
2500
2500 15 
2875
NHGYH]PpQ\EyO
3500
3500 25 
2625
background
HU – 11
6]iPtWiVRNIRNRNNDOSHUFHNNHOPiVRGSHUFHNNHO
KDWYDQDVUHQGV]HU
+D|VV]HDGiVLYDJ\NLYRQiVLPĦYHOHWHWKDMWYpJUHDKDWYDQDVpUWpNHNN|]|WW
YDJ\V]RU]iVLYDJ\RV]WiVLPĦYHOHWHWHJ\KDWYDQDVpUWpNpVHJ\GHFLPiOLV
pUWpNN|]|WWDNNRUD]HUHGPpQ\KDWYDQDVpUWpNNpQWMHOHQLNPHJ.RQYHUWiOKDW
LVDKDWYDQDVpVGHFLPiOLVpUWpNHNN|]|WW$N|YHWNH]ĘDKDWYDQDVpUWpN
EHYLWHOLIRUPiWXPD^IRN` ^SHUF` ^PiVRGSHUF` .
0HJMHJ\]pV0LQGLJEHNHOOtUQLYDODPLWIRNQDNpVSHUFQHNPpJDNNRULVKD
nulla.
ƍƎƍƎ ƍƎ
2
20 30 0 39 30 ƍƎ
ƍ´iWYiOWiVDGHFLPiOLVPHJIHOHOĘYp
2
15 18 ƍƎ
+DWYDQDVpUWpNiWDODNtWiVDWL]HGHVVp 
(Egy tizedes érték konvertálása hatvanasra.)
ƍƎ
7|EEV]|U|VSDUDQFV
$NHWWĘVSRQWMHOHWKDV]QiOKDWMDNpWYDJ\W|EENLIHMH]pV|VV]HNDSFVROiViUD
pVEDOUyOMREEUDW|UWpQĘYpJUHKDMWiViUDD
gomb megnyomásával.
3 + 3 : 3 × 3 3 3 (:) 3 3 6
9
0pUQ|NLQRWiFLyKDV]QiODWD
(J\HWOHQJRPEQ\RPiVVDODPHJMHOHQtWHWWpUWpNHWPpUQ|NLQRWiFLyYi
konvertálhatja.
$]pUWpNiWDODNtWiVDPpUQ|NLQRWiFLyYiDWL]HGHVYHVV]ĘMREEUD
mozgatása.
1234
1234
1.234×10
3
1.234×10
0
$WL]HGHVYHVV]ĘWMREEUDPR]JDWYDDODNtWVDiWD]pUWpNHWPĦV]DNL
jelöléssé.
123 123
ĸ 0.123×10
3
ĸ 0.000123×10
6
6]iPtWiVLHOĘ]PpQ\HN
&203iOWDOiQRVV]iPtWiVRNPyGEDQDV]iPROyJpSPD[NEELWDGDWRW
MHJ\H]PHJDOHJXWyEELV]iPtWiVKR]$V]iPtWiVLHOĘ]PpQ\HNHWD és
gombokkal görgetheti.
1 + 1 = 2 1 1 2
2 + 2 = 4 2
2 4
3 + 3 = 6 3
3 6
background
HU – 12
(Visszatekerés.) 4
ÒMDEEYLVV]DWHNHUpV
2
0HJMHJ\]pV$V]iPtWiVLHOĘ]PpQ\HNPLQGHQDONDORPPDOW|UOĘGQHNDPLNRUPHJQ\RPMD
a JRPERWDNpV]OpNHWPiVLNV]iPtWiVLPyGEDNDSFVROMDPHJYiOWR]WDWMD
DPHJMHOHQtWpVLIRUPiWXPRWYDJ\EiUPLO\HQYLVV]DiOOtWiVLPĦYHOHWHWKDMWYpJUH
5HSOD\IXQNFLy
0LN|]EHQDV]iPtWiVHUHGPpQ\HPHJMHOHQLNDNLMHO]ĘQD vagy a gomb
PHJQ\RPiViYDOV]HUNHV]WKHWLD]HOĘ]ĘV]iPtWiVKR]KDV]QiOWNLIHMH]pVW
4 × 3  4 3 2.5 14.5
4 × 3  )RO\WDWiV 7.1 4.9
0HJMHJ\]pV+DV]HUNHV]WHQLV]HUHWQHHJ\V]iPtWiVWDPLNRUDŹMHO]Ę
DV]iPtWiVLHUHGPpQ\NLMHO]ĘMpQHNMREEROGDOiQYDQOiVGÄ$NLMHO]Ę
OHROYDViVD´Q\RPMDPHJD JRPERWPDMGD és a gombokkal tekerje
YLVV]DDV]iPtWiVW
(UHGPpQ\PHPyULD$QV
$]XWROMiUDNDSRWWV]iPtWiVLHUHGPpQ\D]$QVDQVZHU YiODV]HUHGPpQ\
PHPyULiMiEDQWiUROyGLN$]HUHGPpQ\PHPyULD$QVWDUWDOPDPLQGHQ
DONDORPPDOIULVVODPLNRU~MV]iPtWiVLHUHGPpQ\MHOHQLNPHJ
A 3×4 eredmény elosztása 30-cal
3 4
(Folytatás) 30
123 + 456 = 579 123 456
789 - 579 = 210
(Folytatás) 789
9iOWR]yN$%&'();<
6]iPROyJpSpQHNQ\ROFHOĘUHEHiOOtWRWWYiOWR]yMDYDQ$%&'();
pV<eUWpNHWUHQGHOKHWH]HNKH]DYiOWR]yNKR]pVH]HNHWDYiOWR]yNDW
V]iPtWiVRNEDQLVIHOKDV]QiOKDWMD
$HUHGPpQ\KR]]iUHQGHOpVHD]$YiOWR]yKR]
3 5 (STO) (A) 8
$]$YiOWR]yWDUWDOPiQDNPHJV]RU]iVD]HO
(Folytatás) (A) 10 80
$]$YiOWR]yWDUWDOPiQDNHOĘKtYiVD )RO\WDWiV (A) 8
Az A 0 (STO) (A) 0YiOWR]yWDUWDOPiQDNW|UOpVH
background
HU – 13
)JJHWOHQPHPyULD0
$V]iPtWiVLHUHGPpQ\HNHWKR]]iDGKDWMDDIJJHWOHQPHPyULiKR]YDJ\
NLYRQKDWMDĘNHWDIJJHWOHQPHPyULiEyO+DDIJJHWOHQPHPyULiEDQQXOOiWyO
HOWpUĘpUWpNYDQWiUROYDDNLMHO]ĘQÄ0´MHOHQLNPHJ
M tartalom törlése 0 (STO) (M) 0
A 10 × 5 eredményt hozzáadása M-hez (Folytatás) 10 5 50
$HUHGPpQ\WOHYRQiVDD]0WDUWDOPiEyO
(Folytatás) 10 5 (M-) 15
0WDUWDORPHOĘKtYiVD )RO\WDWiV (M) 35
0HJMHJ\]pVAz M YiOWR]yDIJJHWOHQPHPyULiUDV]ROJiO
$]|VV]HVPHPyULDWDUWDOPiQDNW|UOpVH
$]HUHGPpQ\PHPyULD$QVDIJJHWOHQPHPyULDpVDYiOWR]yWDUWDOPDDNNRU
LVPHJPDUDGKDPHJQ\RPMDD JRPERWPHJYiOWR]WDWMDDV]iPtWiVLPyGRW
YDJ\NLNDSFVROMDDV]iPROyJpSHW+DD]|VV]HVPHPyULDWDUWDOPiWW|U|OQL
NtYiQMDDN|YHWNH]ĘNV]HULQWMiUMRQHO
(CLR) (Memory) (Yes)
3UtPIDNWRUL]iOiV
&203iOWDOiQRVV]iPtWiVRNPyGEDQDSR]LWtYHJpV]V]iPRWPD[
V]iPMHJJ\HOSUtPIDNWRUL]iOKDWMDPD[V]iPMHJJ\HO
$]HVV]iPSUtPWpQ\H]ĘNNpW|UWpQĘIDNWRUL]iOiVD
1014
(FACT)
+DSUtPWpQ\H]ĘVtWpVWKDMWYpJUHHJ\RO\DQpUWpNHQDPHO\RO\DQWpQ\H]ĘW
WDUWDOPD]DPHO\W|EEPLQWV]iPMHJ\EĘOiOOySUtPV]iPDNNRUDQHP
IDNWRUiOKDWyUpV]]iUyMHOEHQMHOHQLNPHJDNLMHO]ĘQ
A 4104676 (= 2
2
[
2
V]iPSUtPWpQ\H]ĘVtWpVpQHNYpJUHKDMWiVD
(FACT)
$N|YHWNH]ĘPĦYHOHWHNEiUPHO\LNHOHiOOtWMDDSUtPWpQ\H]ĘVHUHGPpQ\
PHJMHOHQtWpVpW
Nyomja meg a (FACT) vagy a gombot.
1\RPMDPHJDN|YHWNH]ĘJRPERNYDODPHO\LNpW vagy .
 $EHiOOtWiVPHQVHJtWVpJpYHOPyGRVtWKDWMDDV]|JPpUWpNHJ\VpJpW'HJ
5DG*UDYDJ\EHiOOtWKDWMDDV]iPMHJ\HNHWDNLMHO]ĘQ)L[6FL1RUP
0HJMHJ\]pV$SUtPIDNWRUL]iOiVQHPKDMWKDWyYpJUHKDWL]HGHVpUWpNW|UW
YDJ\QHJDWtYV]iPtWiVLHUHGPpQ\MHOHQLNPHJDNLMHO]ĘQ+DH]WPHJSUyEiOMD
PHJWHQQLPDWHPDWLNDLKLED0DWK(5525W|UWpQLN$SUtPIDNWRUL]iOiVQHP
OHKHWVpJHVKDDNLMHO]ĘQ3ROW5HFWKDV]QiOyV]iPtWiVLHUHGPpQ\MHOHQLN
meg.
background
HU – 14
)JJYpQ\V]iPtWiVRN
$]HJ\HVIXQNFLyNDWKDV]QiOyWpQ\OHJHVPĦYHOHWHNUĘOOiVGDN|YHWNH]ĘOLVWiW
N|YHWĘÄ3pOGiN´UpV]W
ʌʌNpQWMHOHQLNPHJGHDEHOVĘV]iPtWiVRNKR]ʌ =
NHUOIHOKDV]QiOiVUD
: NpQWMHOHQLNPHJGHDEHOVĘV]iPtWiVRNKR] =
NHUOIHOKDV]QiOiVUD
VLQFRVWDQVLQ

FRV

WDQ

7ULJRQRPHWULNXVIJJYpQ\HN$V]iPtWiVRN
HOYpJ]pVHHOĘWWKDWiUR]]DPHJDV]|JPpUWpNHJ\VpJpW/iVG
.
VLQKFRVKWDQKVLQK

FRVK

WDQK

+LSHUEROLNXVIJJYpQ\HN6]~UMRQ
EHHJ\IXQNFLyWD
JRPEPHJQ\RPiVDNRUPHJMHOHQĘPHQEĘO$V]|J
PpUWpNHJ\VpJpQHNEHiOOtWiVDQLQFVKDWiVVDODV]iPtWiVRNUD/iVG
.
°
UJ
(]HNDIXQNFLyNKDWiUR]]iNPHJDV]|JPpUWpNHJ\VpJpWDIRNRNDWD]
r
DUDGLiQRNDWD
g
SHGLJDJUDGRNDWMHO|OL6]~UMRQEHHJ\IXQNFLyWDPHQEĘODPHO\
DN|YHWNH]ĘJRPEPĦYHOHWHNYpJUHKDMWiVDXWiQMHOHQLNPHJ
'5*Ź/iVG .
 ([SRQHQFLiOLVIJJYpQ\.pUMNYHJ\H¿J\HOHPEHKRJ\DEHLOOHV]WpVLPyGV]HU
HOWpUĘDWWyOIJJĘHQKRJ\WHUPpV]HWHVYDJ\OLQHiULVQp]HWHWKDV]QiO/iVG
.
ORJ/RJDULWPLNXVIJJYpQ\+DV]QiOMDD gombot a log
a
EEHV]~UiViKR]ORJ
(ab) néven. Ha nem ad meg semmit az aKR]D]DODSpUWHOPH]HWWDODS
lesz. A
JRPEEDOLVEHOpSKHWGHFVDNWHUPpV]HWHVPHJMHOHQtWpVLPyGEDQ
Ebben az esetben meg kell adnia az alapértéket. Lásd
.
%HYLWHO Természetes logaritmus e bázissal. Lásd
.
2

3
    

+DWYiQ\RNJ\|N|NpVIRUGtWRWWpUWpNHN.pUMN
YHJ\H¿J\HOHPEHKRJ\D
  és EHLOOHV]WpVLPyGMDDWWyOIJJKRJ\
természetes vagy lineáris ábrázolást használ. Lásd
.
0HJMHJ\]pV$N|YHWNH]ĘIJJYpQ\HNQHPLOOHV]WKHWĘNEHHJ\PiVXWiQx
2

x
3
 
1
3pOGiXOKDEHtUMDDW D]XWROVy W¿J\HOPHQNtYOKDJ\MD
a rendszer. A
EHV]~UiViKR]tUMDEHD WQ\RPMDPHJD JRPERW
majd nyomja meg a
( ) gombot.
3RO5HF$3RODGHUpNV]|JĦNRRUGLQiWiNDWSROiULVNRRUGLQiWiNNiPtJD5HF
DSROiULVNRRUGLQiWiNDWGHUpNV]|JĦNRRUGLQiWiNNiDODNtWMD/iVG
.
'HUpNV]|JĦ
NRRUGLQiWiN5HF
3ROiULV
NRRUGLQiWiN3RO
$V]iPtWiVRNHOYpJ]pVH
HOĘWWKDWiUR]]DPHJDV]|J
mértékegységét.
Az r és 6 YDODPLQWD]x és y
HJ\HGLV]iPtWiVLHUHGPpQ\HNHW
HQQHNPHJIHOHOĘHQD];pV<
YiOWR]yNKR]UHQGHOLKR]]i$˥
V]iPtWiVHUHGPpQ\H˥ู
WDUWRPiQ\EDQMHOHQLNPHJ
x!)DNWRULiOLVIJJYpQ\/iVG
.
$EV$EV]RO~WpUWpNIJJYpQ\.pUMNYHJ\H¿J\HOHPEHKRJ\DEHLOOHV]WpVLPyGV]HU
HOWpUĘDWWyOIJJĘHQKRJ\WHUPpV]HWHVYDJ\OLQHiULVQp]HWHWKDV]QiO/iVG
.
5DQ(J\QpONLVHEEMHJ\ĦSVHXGRYpOHWOHQV]iPRWJHQHUiO$]HUHGPpQ\
W|UWNpQWMHOHQLNPHJWHUPpV]HWHVPHJMHOHQtWpVLPyGEDQ/iVG
.
5DQOQWEgy Ranlnt#(ab),DODN~IJJYpQ\EHV]~UiVDDPHO\YpOHWOHQV]HUĦ
egész számot generál az a-b tartományban. Lásd
.
background
HU – 15
n3r, nCr:3HUPXWiFLyVnPrpVNRPELQiFLyVnCrIJJYpQ\HN/iVG .
5QG(QQHNDIJJYpQ\QHND]DUJXPHQWXPDGHFLPiOLVpUWpNNpDODNXOPDMG
NHUHNtWpVUHNHUODNLMHO]ĘQPHJMHOHQĘV]iPMHJ\HNDNWXiOLVEHiOOtWiViQDN
PHJIHOHOĘHQ1RUP)L[YDJ\6FL+DD1RUPYDJ\1RUPEHYDQ
iOOtWYDD]DUJXPHQWXPV]iPMHJ\UHOHV]NHUHNtWYH+D)L[pV6FLpUWpNUH
YDQiOOtWYDD]DUJXPHQWXPDPHJDGRWWV]iPMHJ\UHNHUONHUHNtWpVUH+D
SpOGiXO)L[UDiOOtWMDEHDNLMHO]ĘQPHJMHOHQĘV]iPMHJ\HNV]iPiWD·
V]iPtWiVHUHGPpQ\HOHV]PLN|]EHQDV]iPROyJpSEHOVĘOHJPHJWDUWMD
DV]iPMHJ\pUWpNHWDV]iPtWiVKR]5QG·
¿[EHiOOtWiVHVHWpQDPHJMHOHQtWHWWpUWpNpVDV]iPROyJpSEHOVĘ
pUWpNHOHV](PLDWWDV]iPtWiVRNVRUR]DWDHOWpUĘHUHGPpQ\HNHWDGDWWyO
IJJĘHQKRJ\D]5QGIJJYpQ\WKDV]QiOMiNH5QG·î YDJ\
(10 ÷ 3 × 3 = 10 000). Lásd
.
0HJMHJ\]pV$IJJYpQ\HNKDV]QiODWDOHODVVtWKDWMDDV]iPtWiVWDPL
NpVOHOWHWKHWLD]HUHGPpQ\PHJMHOHQtWpVpW1HYpJH]]HQWRYiEELPĦYHOHWHNHW
DPtJDV]iPtWiVLHUHGPpQ\PHJMHOHQpVpUHYiU$IRO\DPDWEDQOpYĘV]iPtWiV
PHJV]DNtWiViKR]D]HUHGPpQ\HNPHJMHOHQtWpVHHOĘWWQ\RPMDPHJD
gombot.
3pOGiN
VLQ  30 0.5
sin
-1
  (sin
-1
) 0.5 30
VLQK  (sinh) 1 1.175201194
cosh
-1
1 = 0 (cosh
-1
) 1 0
ʌUDGLiQ JUDG 
(ʌ) 2 '5*Ź (
r
) 90
50
'5*Ź (
g
) 45
×NLV]iPtWiVDKiURPpUYpQ\HVV]iPMHJ\UH6FL
(SETUP) (Sci)
( ) 5 2 2.97×10
2
( ) 5 2 2.97×10
2
log
10
1000 = log 1000 = 3 1000 3
log
2
16 = 4 2  4
2 16 4
6]iPtWiV,Q  90) három érvényes számjegyre (Sci 3)
(SETUP) (sci) 90 4.50×10
0
î
3
= 1200 1.2 10 3 1200
(1+1)
2+2
= 16 1 1 2 2 16
(5
2
)
3
= 15625 5 15625
= 2 ( ) 5 32 2
5 ( ) 32 2
background
HU – 16
6]iPtWiV × 3 (= 3  KiURPWL]HGHVMHJ\UH
)L[
(SETUP) ),; 2 3 3
4.243
2 3 4.243
'HUpNV]|JĦNRRUGLQiWiN  ) konvertálása poláris koordinátákká
(POL) 2  2 U ˥ 
(POL) 2  2 U 
˥ 
Poláris koordináták (  iWDODNtWiVDGHUpNV]|JĦ
koordinátákká
(Rec) 2  ; < 
(5 + 3) ! = 40320 5 3 ; 40320
|2 - 7| × 2 = 10
2 7 2 10
2 7 2 10
+iURPYpOHWOHQV]HUĦV]iPMHJ\ĦHJpV]V]iPOHNpUpVH
1000
(Ran#) 459
48
117
$]LWWOiWKDWyHUHGPpQ\HNFVDNLOOXV]WUiFLyN$WpQ\OHJHVHUHGPpQ\HNHOWpUĘHN
lehetnek.)
9pOHWOHQV]HUĦHJpV]V]iPRNJHQHUiOiVDWDUWRPiQ\EDQ
(RanInt) 1  2
6
1
$]LWWOiWKDWyHUHGPpQ\HNFVDNLOOXV]WUiFLyN$WpQ\OHJHVHUHGPpQ\HNHOWpUĘHN
lehetnek.)
$OHKHWVpJHVSHUPXWiFLyNpVNRPELQiFLyNV]iPiQDNPHJKDWiUR]iVD
IĘVFVRSRUWEyOIĘNLYiODV]WiVDNRU
3HUPXWiFLy 
(nPr) 4 5040
.RPELQiFLy 
(nCr) 4 210
+DMWVDYpJUHDN|YHWNH]ĘV]iPtWiVRNDWKDD)L[EHiOOtWiVYDQ
NLYiODV]WYDDNLMHO]ĘQPHJMHOHQĘV]iPMHJ\HNV]iPiUD·îpV
Rnd(10 ÷ 3) × 3
(SETUP) )L[ 10 3 3 10.000
(Rnd) 10 3 3 9.999
background
HU – 17
6WDWLV]WLNDLV]iPtWiVRN67$7
6WDWLV]WLNDLV]iPtWiVHOLQGtWiViKR]KDV]QiOMDD (STAT) gombokat
D67$7VWDWLV]WLNDLV]iPtWiVRNPyGDNWLYiOiViKR]PDMGDPHJMHOHQĘ
NpSHUQ\ĘQYiODVV]DNLDYpJUHKDMWDQLNtYiQWV]iPtWiVWtSXViW
$VWDWLV]WLNDLV]iPtWiVWtSXViQDNNLYiODV]WiVD
5iUyMHOEHQOiWKDWyUHJUHVV]LyVNpSOHW
1\RPMDPHJH]W
DJRPERW
(J\V]HUĦYiOWR]y;
(1 -VAR)
3iURVYiOWR]y;<OLQHiULVUHJUHVV]Lyy = A + B
)
$%;
3iURVYiOWR]y;<PiVRGIRN~UHJUHVV]Ly
(y = A + B
+ C
2
)
B&;
2
)
3iURVYiOWR]y;<ORJDULWPLNXVUHJUHVV]Ly
(y = A + Bln
)
OQ;
3iURVYiOWR]y;<
H[SRQHQFLiOLVUHJUHVV]Ly
(y = )
( )
3iURVYiOWR]y;<abH[SRQHQFLiOLVUHJUHVV]Ly
(y = AB
x
)
$%A;
3iURVYiOWR]y;<KDWYiQ\UHJUHVV]Lyy = A
B
)
$;A%
3iURVYiOWR]y;<LQYHU]UHJUHVV]Ly
(y $%
)
;
A fenti gombok bármelyikének megnyomásával ( - PHJMHOHQLND6WDW(GLWRUV]HUNHV]WĘ
0HJMHJ\]pV+DD67$7VWDWLV]WLNDLV]iPtWiVPyGDNWLYiOiVDXWiQPyGRVtWDQL
V]HUHWQpDV]iPtWiVLWtSXVWKDMWVRQYpJUHHJ\PĦYHOHWHWD (STAT)
7\SHJRPERNNDODV]iPtWiVLWtSXVNLYiODV]WiVLNpSHUQ\ĘPHJMHOHQtWpVpKH]
$GDWEHYLWHO
$]DGDWRNEHV]~UiViKR]KDV]QiOMDD6WDW(GLWRUW$6WDW(GLWRUPHJMHOHQtWpVpKH]
KDMWVDYpJUHDN|YHWNH]ĘPĦYHOHWHWDJRPERNNDO (STAT) (Data).
$6WDW(GLWRUVRUWEL]WRVtWD]DGDWEHYLWHOKH]KDFVDN;RV]ORSYDQVRUWKDYDQQDN
;pV)5(4YDJ\;pV<RV]ORSRNYDJ\VRUWKDYDQQDN;<pV)5(4RV]ORSRN
0HJMHJ\]pV$)5(4J\DNRULViJRV]ORSEDQDGMDPHJD]D]RQRV
DGDWHOHPHNV]iPiWJ\DNRULViJiW$)5(4RV]ORSPHJMHOHQtWpVHDEHiOOtWiV
PHQ6WDW)RUPDW6WDWLV]WLNDIRUPiWXPEHiOOtWiViYDONDSFVROKDWyEH
PHJMHOHQtWKHWĘYDJ\NLNDSFVROKDWyQHPMHOHQLNPHJ
/LQHiULVUHJUHVV]LyNLYiODV]WiVDpVDN|YHWNH]ĘDGDWRNEHLOOHV]WpVH

(STAT) $%;
170 173 179
66 68 75
background
HU – 18
)RQWRV$6WDW(GLWRUEDMHOHQOHJEHYLWWDGDWRNW|UOĘGQHNDPLNRUNLOpSD67$7
VWDWLV]WLNDLV]iPtWiVRNPyGEyOYiOWD]HJ\YiOWR]yVpVSiURVYiOWR]yV
VWDWLV]WLNDLV]iPtWiVLWtSXVRNN|]|WWYDJ\PyGRVtWMDD6WDW)RUPDW6WDWLV]WLND
IRUPiWXPEHiOOtWiVWDEHiOOtWiVLPHQEHQ$N|YHWNH]ĘPĦYHOHWHNHWQHP
támogatja a Stat Editor:  0 672$3RO5HFpV
DW|EEV]|U|VSDUDQFVV]LQWpQQHPLOOHV]WKHWĘEHD6WDW(GLWRUVHJtWVpJpYHO
$GDWRNPyGRVtWiVDHJ\FHOOiEDQA Stat Editorban vigye a kurzort
DPyGRVtWDQLNtYiQWDGDWRNDWWDUWDOPD]yFHOOiUDtUMDEHD]~MDGDWRNDWPDMG
nyomja meg a gombot.
(J\VRUW|UOpVH$6WDW(GLWRUEDQYLJ\HDNXU]RUWDW|U|OQLNtYiQWVRUUDPDMG
nyomja meg a
gombot.
6RUEHV]~UiVD$6WDW(GLWRUEDQYLJ\HDNXU]RUWRGDDKRYiEHV]HUHWQp
V]~UQLDVRUWPDMGKDMWVDYpJUHDN|YHWNH]ĘJRPEPĦYHOHWHW (STAT)
(Edit) (Ins).
$]|VV]HVWDUWDORPW|UOpVHD6WDW(GLWRUEyOA Stat Editorban hajtsa végre
DN|YHWNH]ĘJRPEPĦYHOHWHW (STAT) (Edit) (Del-A).
6WDWLV]WLNDLpUWpNHNEHV]HU]pVHDEHPHQHWL
DGDWRNEyO
Statisztikai értékek megtekintéséhez nyomja meg a gombot a Stat
(GLWRUEDQPDMGKtYMDHOĘDNtYiQWVWDWLV]WLNDLYiOWR]yWı[Ȉ[
2
VWE$]
DOiEELDNEDQIHOVRUROMXNDWiPRJDWRWWVWDWLV]WLNDLYiOWR]yNDWpVD]RNDW
DJRPERNDWDPHO\HNHWPHJNHOOQ\RPQLD]HOĘKtYiVKR](J\YiOWR]yV
VWDWLV]WLNDLV]iPtWiVRNKR]DFVLOODJJDOMHO|OWYiOWR]yNiOOQDNUHQGHONH]pVUH
gVV]HJː
2
ː ː
2
ː ː ː
3
ː
2
ː
4
(STAT) (Sum) Då
7pWHOHNV]iPDn*ÈWODJ ٦3RSXOiFLyV]yUiVD˰ *˰y, 0LQWDV]yUiVD
S 6
(STAT) (Var) -ig
0LQLPiOLVpUWpNPLQ;PLQ<0D[LPiOLVpUWpNPD[;PD[<
(STAT) 0LQ0D[ -
+DHJ\YiOWR]yVVWDWLV]WLNDLV]iPtWiVYDQNLYiODV]WYD
(STAT) 0LQ0D[ - +DDVWDWLV]WLNDLV]iPtWiVSiURVtWRWW
YiOWR]yYDOYDQNLYiODV]WYD
5HJUHVV]LyVHJ\WWKDWyN$%.RUUHOiFLyVHJ\WWKDWyr, %HFVOWpUWpNHN
(STAT) (Reg) -ig
5HJUHVV]LyVHJ\WWKDWyNPiVRGIRN~UHJUHVV]LyKR]$%&%HFVOW
pUWpNHN 
(STAT) (Reg) -ig
 $UHJUHVV]LyVNpSOHWHNHWOiVGDNp]LN|Q\YH]HQV]DNDV]iQDNHOHMpQ
WDOiOKDWyWiEOi]DWEDQ
  pV QHPYiOWR]yN(]HNRO\DQWtSXV~SDUDQFVRNDPHO\HN
N|]YHWOHQOHOĘWWNDUJXPHQWXPRWYHV]QHNIHO7RYiEELLQIRUPiFLyNpUWOiVG
DÄ%HFVOWpUWpNHNNLV]iPtWiVD´FtPĦUpV]W
(J\HJ\V]HUĦx ^`YiOWR]yDGDWEHYLWHOpKH]DGMD
PHJD]HJ\HVWpWHOHNLVPpWOĘGpVHLQHNV]iPiWD)5(4RV]ORSEDQ^
n; frekvn` ^`pVV]iPtWVDNLDSRSXOiFLyiWODJiW
pVV]yUiViW
(SETUP) (STAT) (ON)
background
HU – 19
(STAT) (1-VAR)
1 2 3 4 5
1 2 3 2
(STAT) (Var) ( )
(STAT) (Var) (xın)
(UHGPpQ\HNÈWPpUĘ$SRSXOiFLyV]yUiVD
6]iPtWVDNLDOLQHiULVUHJUHVV]LypVDORJDULWPLNXVUHJUHVV]LyNRUUHOiFLyV
HJ\WWKDWyLWDN|YHWNH]ĘSiURVYiOWR]yDGDWRNUDpVKDWiUR]]DPHJ
DOHJHUĘVHEENRUUHOiFLyUHJUHVV]LyVNpSOHWpWxy) =
ÈOOtWVDD]HUHGPpQ\HNHW)L[UDKiURP
tizedesjegy).
(SETUP) (STAT) (OFF)
(SETUP) )L[
(STAT) $%;
20 110 200 290
3150 7310 8800 9310
(STAT) (Reg) (r)
(STAT) (Type) OQ;
(STAT) (Reg) (r)
(STAT) (Reg) (A)
(STAT) (Reg) (B)
(UHGPpQ\HN/LQHiULVUHJUHVV]LyVNRUUHOiFLyVHJ\WWKDWy
/RJDULWPLNXVUHJUHVV]LyVNRUUHOiFLyVHJ\WWKDWy
/RJDULWPLNXVUHJUHVV]LyVNpSOHW = -3857.984 + 2357.532ln
%HFVOWpUWpNNLV]iPtWiVD
$SiURVYiOWR]yYDOYpJ]HWWVWDWLV]WLNDLV]iPtWiVVDONDSRWWUHJUHVV]LyVNpSOHW
alapján adott xpUWpNUHNLV]iPtWKDWyyEHFVOWpUWpNH$PHJIHOHOĘx érték (két
pUWpN
1
és
2
,PiVRGIRN~UHJUHVV]LyHVHWpQ DUHJUHVV]LyVNpSOHWEHQ
V]HUHSOĘpUWpNKH]LVNLV]iPtWKDWy
Határozza meg az yEHFVOWpUWpNpWKDx =HJ\UHJUHVV]LyV
NpSOHWEHQDPHO\HWD]DGDWRNORJDULWPLNXVUHJUHVV]LyMiYDOKR]WDNOpWUH
$]HUHGPpQ\KH]DGMDPHJD)L[EHiOOtWiVW$PĦYHOHWHNEHIHMH]pVH
után a EHQKDMWVDYpJUHDN|YHWNH]ĘPĦYHOHWHW
160 (STAT) (Reg) ( )
(UHGPpQ\ 8106.898
)RQWRV$UHJUHVV]LyVHJ\WWKDWyDNRUUHOiFLyVHJ\WWKDWypVDEHFVOWpUWpN
NLV]iPtWiVDPHJOHKHWĘVHQKRVV]~LGHLJWDUWKDWKDVRNDGDWHOHPUĘOYDQV]y
background
HU – 20
6]iPWiEOi]DWOpWUHKR]iVDIJJYpQ\EĘO
7$%/(
$7$%/(V]iPWiEOi]DWPyGD]x számára f(x)EHiJ\D]RWWIJJYpQ\
használatával egy számtáblázatot generál.
6]iPWiEOi]DWOpWUHKR]iViKR]KDMWVDYpJUHDN|YHWNH]ĘOpSpVHNHW
 $NWLYiOMDD7$%/(V]iPWiEOi]DWPyGRW
• nyomja meg a gombot
 6]~UMRQEHHJ\IJJYpQ\W IRUPiWXPEDQPHO\D];YiOWR]yWKDV]QiOMD
6]iPWiEOi]DWJHQHUiOiVDNRUJ\HOMHQDUUDKRJ\D];YiOWR]y ;
EHOHJ\HQV]~UYD$];NLYpWHOpYHOPLQGHQYiOWR]yWiOODQGyNpQWNH]HOQN
3ROpV5HFQHPLOOHV]WKHWĘEHHEEHDIXQNFLyED
 $PHJMHOHQĘXWDVtWiVRNUDYiODV]XODGMDPHJDKDV]QiOQLNtYiQWpUWpNHNHW
minden érték után nyomja meg a
gombot.
(KKH]DNLKt
YiVKR]
,OOHVV]HEHH]W
6WDUW".H]GĘSRQW"
$GMDPHJD];DOVyKDWiUpUWpNHWDODSpUWHOPH]HWW 
End?
(Befejezés?)
$GMDPHJD];IHOVĘKDWiUpUWpNHWDODSpUWHOPH]HWW 
0HJMHJ\]pV*\Ę]ĘGM|QPHJDUUyOKRJ\D](QG%HIHMH-
]pVpUWpNPLQGLJQDJ\REEPLQWD6WDUW.H]GĘSRQWpUWpN
Step? (Lépés?) Adja meg a növekmény lépését (alapértelmezett = 1).
0HJMHJ\]pV$6WHS/pSpVSDUDPpWHUKDWiUR]]DPHJ
KRJ\PHQQ\LYHOQ|YHOMHD6WDUW.H]GĘSRQWpUWpNHW
a számtáblázat generálásakor. Ha a Start = 1 és a Step
pUWpNHWDGMDPHJDNNRU;HJ\PiVXWiQKR]]iUHQGHOL
D]VWEpUWpNHNHWKRJ\OpWUHKR]]RQHJ\V]iP-
WiEOi]DWRWDPtJHOQHPpULD](QG%HIHMH]pVpUWpNHW
A Step (Lépés) érték megadása és a
gomb megnyomása után
DPHJDGRWWSDUDPpWHUHNQHNPHJIHOHOĘV]iPWiEOi]DWM|QOpWUHpVMHOHQLN
meg.
Ha megnyomja a JRPERWPLN|]EHQDV]iPWiEOi]DWNpSHUQ\ĘOiWKDWy
YLVV]DWpUDIXQNFLyEHYLWHOLNpSHUQ\ĘK|]DOpSpVEHQ
Számtáblázat létrehozása a =
2
+ IJJYpQ\KH] 1
WDUWRPiQ\KR]WHOQ|YHOYH
(TABLE)
; 1 2
1 1 0.5
0HJMHJ\]pV$V]iPWiEOi]DWNpSHUQ\ĘMpWFVDND]pUWpNHNPHJWHNLQWpVpKH]
KDV]QiOKDWMD$WiEOi]DWWDUWDOPDQHPV]HUNHV]WKHWĘ$V]iPWiEOi]DW
JHQHUiOiVLPĦYHOHWKDWiViUDD];YiOWR]yWDUWDOPDPHJYiOWR]LN
)RQWRV$V]iPWiEOi]DWOpWUHKR]iViKR]PHJDGRWWIXQNFLyW|UOĘGLNDPLNRU
DEHiOOtWiVLPHQW7$%/(V]iPWiEOi]DWPyGEDQMHOHQtWLPHJpVYiOW
DWHUPpV]HWHVPHJMHOHQtWpVpVDOLQHiULVPHJMHOHQtWpVN|]|WW
background
HU – 21
6]iPtWiVLWDUWRPiQ\RNV]iPMHJ\HN
V]iPDpVSRQWRVViJ
$V]iPtWiVLWDUWRPiQ\DEHOVĘV]iPtWiVKR]KDV]QiOWV]iPMHJ\HNV]iPDpV
DV]iPtWiVSRQWRVViJDD]HOYpJ]HWWV]iPtWiVWtSXViWyOIJJ
6]iPtWiVLWDUWRPiQ\pVSRQWRVViJ
6]iPtWiVLWDUWRPiQ\ ±1 × 10
-99
WRî
99
vagy 0
Számjegyek száma
DEHOVĘV]iPtWiVKR]
15 számjegy
Pontosság ÈOWDOiEDQWĘODV]iPMHJ\LJD]HJ\V]HUĦ
V]iPtWiVKR]$]H[SRQHQFLiOLViEUi]ROiVSRQWRVVi-
JDDOHJNLVHEEMHOHQWĘVpJĦV]iPMHJ\QpO$KLEiN
DNpVĘEELV]iPtWiVRNQiONXPXOiOyGQDN
%HYLWHOLWDUWRPiQ\RNpVSRQWRVViJDIJJYpQ\HN
NLV]iPtWiVDNRU
)XQNFLyN %HYLWHOLWDUWRPiQ\
sin
DEG 0 | _î
9
RAD 0 | _
GRA 0 |
_î
10
cos
DEG 0 [ _î
9
RAD 0 | _
GRA 0 |
_î
10
tan
DEG 8J\DQD]PLQWDVLQ NLYpYHKD_ | = (2 -1) × 90.
RAD 8J\DQD]PLQWDVLQ
NLYpYHKD_ | = (2 -1) × ʌ/2.
GRA 8J\DQD]PLQWDVLQ
NLYpYHKD_ | = (2 -1) × 100.
sin
-1
0 | | 1
cos
-1
tan
-1
0 | | î
99
sinh
0 | | 
cosh
sinh
-1
0 | | î
99
cosh
-1
1 î
99
tanh
0 [ | î
99
tanh
-1
0 [ | î
-1
ORJ[OQ
 î
99
10
[
î
99

î
99

0 ู î
100
2
| _î
50
-1
| _î 10
100
; 0
| _î
100
background
HU – 22
!0 69 ( egész szám)
nPr
0 nî
10
 r n (n, r egész számok)
1 ^nn-r`î
100
nCr
0 nî
10
 r n (n, r egész számok)
1 nrî
100
nebo 1 nn-r)î
100
Pol(  )
|
__ | î
99
î
99
Rec(rș)
0 ูrูî
99
˥: Akárcsak a sin
ƍƎ
|a|, b, c < 1 × 10
100
; 0 b, c
$NLMHO]ĘQOiWKDWyPiVRGLNpUWpNKLEiVDPiVRGLNWL]H-
desjegyben.
ĸ
ƍƎ
|
_î
100
$GHFLPiOLVV]iPiWDODNtWiVD KDWYDQDVV]iPN|UĦV]iPPi
ƍƎ | | ƍƎ
y
> 0: -1 × 10
100
 log 
= 0: > 0
 = , (  egész számok)
De: -1 × 10
100
\ORJ_ _
y > 0: î
100
 ORJ\
y = 0: > 0
y
= 2  ( 0; m, n egész számok)
De: -1 × 10
100
 log | _
a
b
/
c
$]HJpV]V]iPDV]iPOiOypVDQHYH]ĘV]iPMHJ\HLQHNWHO-
MHVV]iPDPD[V]iPMHJ\OHKHWD]RV]WiVMHOHNNHOHJ\WW
Ranlnt#(ab) a < b_a__b_î
10
; b - aî
10
 $SRQWRVViJOpQ\HJpEHQPHJHJ\H]LNDIHQWLÄ6]iPtWiVLWDUWRPiQ\pV
SRQWRVViJ´UpV]EHQOHtUWSRQWRVViJJDO
• Az
y
,   !, nPr, nCrWtSXV~IJJYpQ\HNXWyODJRVEHOVĘV]iPtWiVW
LJpQ\HOQHNDPLD]HJ\HVV]iPtWiVRNVRUiQHOĘIRUGXOyKLEiNKDOPR]yGiViW
okozhatja.
 $KLEiNNXPXODWtYDNpVDIJJYpQ\V]LQJXOiULVSRQWMDpVLQÀH[LyVSRQWMD
közelében növekednek.
 $WHUPpV]HWHVPHJMHOHQtWpVLPyGEDQʌIRUPiEDQPHJMHOHQtWKHWĘV]iPtWiVL
eredmények tartománya I O
6
9HJ\H¿J\HOHPEHD]RQEDQKRJ\HJ\HV
V]iPtWiVLHUHGPpQ\HNEHOVĘV]iPtWiVLKLEDPLDWWQHPMHOHQQHNPHJʌ
IRUPiEDQ8J\DQH]HQRNEyOD]LVHOĘIRUGXOKDWKRJ\D]RNDV]iPtWiVL
HUHGPpQ\HNDPHO\HNQHNGHFLPiOLVIRUPiEDQNHOOOHQQLNn formában
jelennek meg.
+LED
+DDV]iPtWiVVRUiQEiUPLO\HQRNEyOKLEDW|UWpQLNDV]iPROyJpSKLED]HQHWHW
MHOHQtWPHJ$PHJMHOHQtWHWWKLED]HQHWEĘONpWIpOHNpSSHQOpSKHWNL1\RPMD
meg a vagy JRPERWDKLEDKHO\pQHNPHJMHOHQtWpVpKH]YDJ\Q\RPMD
meg a JRPERWD]]HQHWpVDV]iPtWiVW|UOpVpKH]
background
HU – 23
+LEDKHO\NLMHO]pV
$PtJDKLED]HQHWOiWKDWyQ\RPMDPHJD vagy a JRPERWKRJ\
YLVV]DWpUMHQDV]iPtWiVLNpSHUQ\ĘUH$NXU]RUDKLEDKHO\pUHNHUOpV
DNpV]OpNNpV]HQiOOD]DGDWEHYLWHOUH9pJH]]HHODV]NVpJHVMDYtWiVRNDW
DV]iPtWiVRQpVV]iPROMD~MUD
+DYpOHWOHQO·î WtUEH·î KHO\HWW
14 0 2
(vagy )
1
+LED]HQHWW|UOpVH
$PtJDKLED]HQHWOiWKDWyQ\RPMDPHJD JRPERWKRJ\YLVV]DWpUMHQ
DV]iPtWiVLNpSHUQ\ĘUH)HOKtYMXN¿J\HOPpWKRJ\H]]HODKLEiWWDUWDOPD]y
V]iPtWiVWLVW|UOL
+LED]HQHWHN
0DWK(55250DWHPDWLNDLKLED
2N$]HOYpJ]HWWV]iPtWiVN|]EHQVĘYDJ\YpJHUHGPpQ\HPHJKDODGMD
DPHJHQJHGHWWV]iPtWiVLWDUWRPiQ\W$EHPHQHWLpUWpNPHJKDODGMD
DPHJHQJHGHWWEHPHQHWLWDUWRPiQ\WNO|Q|VHQIXQNFLyNKDV]QiODWDNRU$]
pSSHQYpJUHKDMWRWWV]iPtWiVpUYpQ\WHOHQPDWHPDWLNDLPĦYHOHWHWWDUWDOPD]SO
QXOOiYDOYDOyRV]WiV
0ĦYHOHW(OOHQĘUL]]HDEHtUWpUWpNHNHWFV|NNHQWVHDV]iPMHJ\HNV]iPiW
pVSUyEiONR]]RQ~MUD+DIJJHWOHQPHPyULiWYDJ\YiOWR]yWKDV]QiOHJ\
IJJYpQ\DUJXPHQWXPDNpQWJ\Ę]ĘGM|QPHJDUUyOKRJ\DPHPyULiEDQOpYĘ
pUWpNYDJ\DYiOWR]ypUWpNHDIJJYpQ\V]iPiUDPHJHQJHGHWWWDUWRPiQ\RQ
EHOOYDQ
6WDFN(55257iOFDKLED
2N$]HOYpJ]HWWV]iPtWiVDV]iPWiOFDYDJ\SDUDQFVWiOFDNDSDFLWiViQDN
W~OOpSpVpWRNR]WD
0ĦYHOHW(J\V]HUĦVtWVHDV]iPtWRWWNLIHMH]pVWKRJ\QHKDODGMDPHJDWiOFD
NDSDFLWiViW3UyEiOMDPHJDV]iPtWiVWNpWYDJ\W|EEUpV]UHRV]WDQL
6\QWD[(55256]LQWDNWLNDLKLED
2N3UREOpPDOpSHWWIHODYpJUHKDMWRWWV]iPtWiVIRUPiWXPiYDO
0ĦYHOHW9pJH]]HHODV]NVpJHVMDYtWiVRNDW
,QVXႈFLHQW0(0(UURU(OpJWHOHQPHPyULDKLED
2N$7$%/(V]iPWiEOi]DWPyGSDUDPpWHUHLQHNNRQ¿JXUiOiVDW|EEPLQW
;pUWpNHWHUHGPpQ\H]HWWDWiEOi]DWKR]
0ĦYHOHWÈOOtWVRQEHV]ĦNHEEWDUWRPiQ\WDWiEOi]DWV]iPtWiViKR]D6WDUW
.H]GĘ(QG%HIHMH]pVpV6WHS/pSpVpUWpNHNPyGRVtWiViYDOPDMG
SUyEiOMD~MUD
background
HU – 24
$UJXPHQW(5525eUYHOpVLKLED
2N1HPHJpV]V]iPDUJXPHQWXPRWWHWWEHDYpOHWOHQV]iPIJJYpQ\EH
(Ranlnt#).
0ĦYHOHW&VDNHJpV]V]iPRNDWtUMRQEHDUJXPHQWXPNpQW
0LHOĘWWNpUQpDV]iPROyJpSMDYtWiViW«
+DDV]iPtWiVVRUiQEiUPLNRUKLEDW|UWpQLNYDJ\DV]iPtWiVLHUHGPpQ\HN
QHPIHOHOQHNPHJD]HOYiUiVRNQDNKDMWVDYpJUHDN|YHWNH]ĘOpSpVHNHW+DD]
HJ\LNOpSpVQHPROGMDPHJDSUREOpPiWIRO\WDVVDDN|YHWNH]ĘOpSpVVHO
.pUMNYHJ\H¿J\HOHPEHKRJ\DIHQWLOpSpVHNYpJUHKDMWiVDHOĘWWNpV]tWVHQ
NO|QPiVRODWRWDIRQWRVDGDWRNUyO
 (OOHQĘUL]]HDV]iPtWRWWNLIHMH]pVWpVJ\Ę]ĘGM|QPHJDUUyOKRJ\QHP
tartalmaz hibát.
 *\Ę]ĘGM|QPHJDUUyOKRJ\DYpJUHKDMWDQLNtYiQWV]iPtWiVWtSXVQDN
PHJIHOHOĘPyGRWKDV]QiOMD
 +DDIHQWLOpSpVHNQHPROGMiNPHJDSUREOpPiWQ\RPMDPHJD
gombot.
$V]iPROyJpSHJ\UXWLQWIXWWDWDPHO\HOOHQĘU]LKRJ\DV]iPtWiVLIXQNFLyN
PHJIHOHOĘHQPĦN|GQHNH+DDV]iPROyJpSEiUPLO\HQUHQGHOOHQHV
iOODSRWRWpV]OHODXWRPDWLNXVDQLQLFLDOL]iOMDDV]iPtWiVLPyGRWpVW|UOL
DPHPyULDWDUWDOPiW$EHiOOtWiVRNLQLFLDOL]iOiViYDONDSFVRODWRVUpV]OHWHNpUW
OiVGDÄ6]iPROyJpSEHiOOtWiVDLQDNNRQ¿JXUiOiVD´FtPĦUpV]W
 ,QLFLDOL]iOMDD]|VV]HVPyGRWpVEHiOOtWiVWDN|YHWNH]ĘPĦYHOHW
végrehajtásával: (CLR) (Setup) (Yes).
(OHPFVHUH
$]DODFVRQ\DNNXPXOiWRUW|OW|WWVpJHWKDOYiQ\NLMHO]ĘMHO]LDPHO\DNRQWUDV]W
EHiOOtWiVDXWiQLVPHJPDUDGYDJ\D]KRJ\DV]iPMHJ\HNQHPMHOHQQHNPHJ
DNLMHO]ĘQN|]YHWOHQODV]iPROyJpSEHNDSFVROiVDXWiQ+DH]PHJW|UWpQLN
FVHUpOMHNLD]HOHPHWHJ\~MUD
)RQWRV$]HOHPHOWiYROtWiVDW|UOLDV]iPROyJpSPHPyULiMiQDNWHOMHVWDUWDOPiW
 $V]iPROyJpSNLNDSFVROiViKR]Q\RPMDPHJD]
(OFF) gombot.
&V~V]WDVVDDNHPpQ\WRNRWDV]iPROyJpSHOHMpUHKRJ\YpOHWOHQOVH
NDSFVROMDEHDV]iPROyJpSHWD]HOHPFVHUHVRUiQ
 7iYROtWVDHODIHGHOHWpVFVHUpOMHNLD]HOHPHWDNpSHQOiWKDWyPyGRQ
*\Ę]ĘGM|QPHJDUUyOKRJ\DSOXV]pVPtQXV]SyOXVRNPHJIHOHOĘHQ
vannak elhelyezve.
3. Tegye a fedelet vissza a helyére.
 ,QLFLDOL]iOMDDV]iPROyJpSHW
(CRL) (All) (Yes)
• Ne hagyja ki a fenti lépést!
background
HU – 25
0ĦV]DNLDGDWRN
7iSHOOiWiVLN|YHWHOPpQ\HNCR2032 ×1
(QHUJLDIRJ\DV]WiV:
h]HPLKĘPpUVpNOHW&±&
0pUHWHN19 (Ma) × 84 (Sz) × 165 (Ho) mm
*\DNRULNpUGpVHN
ý +RJ\DQEL]WRVtWKDWRPKRJ\D]HUHGPpQ\HNEHV]~UiVDpV
PHJMHOHQtWpVHXJ\DQ~J\W|UWpQMHQPLQWDWHUPpV]HWHVPHJMHOHQtWpVL
PyGGDOQHPUHQGHONH]ĘPRGHOOQpO"
+DMWVDYpJUHDN|YHWNH]ĘJRPEPĦYHOHWHNHW
(SETUP) (LinelO).
7RYiEELLQIRUPiFLyNpUWOiVGÄ$V]iPROyJpSEHiOOtWiVDLQDNNRQ¿JXUiOiVD´
az E-5 oldalon.
ý +RJ\DQPyGRVtWKDWyD]HUHGPpQ\NLMHO]pVW|UWUĘOWL]HGHVUH"
+RJ\DQPyGRVtWKDWRPD]RV]WiVLPĦYHOHWHUHGPpQ\pQHN
PHJMHOHQtWpVpWW|UWUĘOWL]HGHVUH"
$]XWDVtWiVRNDWOiVGÄ6]iPtWiVLHUHGPpQ\YiOWiVD´D](ROGDORQ
ý 0LDNO|QEVpJD]HUHGPpQ\PHPyULD$QVDIJJHWOHQPHPyULDpV
DYiOWR]yPHPyULDN|]|WW"
(]HQPHPyULDWtSXVRNPLQGHJ\LNHÄWiUROyNpQW´PĦN|GLNHJ\HJ\V]HUĦpUWpN
ideiglenes tárolására.
(UHGPpQ\PHPyULD$QV(OPHQWLD]XWROVyV]iPtWiVHUHGPpQ\pW
+DV]QiOMDH]WDPHPyULiWKRJ\D]HJ\LNV]iPtWiVHUHGPpQ\pWiWYLJ\H
DN|YHWNH]ĘV]iPtWiVED
)JJHWOHQPHPyULD+DV]QiOMDH]WDPHPyULiWW|EEV]iPtWiV
eredményeinek összegzésére.
9iOWR]yN(]DPHPyULDDNNRUKDV]QRVKDXJ\DQD]WD]pUWpNHWW|EEV]|U
NHOOKDV]QiOQLHJ\YDJ\W|EEV]iPtWiVVRUiQ
ý 0LO\HQJRPEPĦYHOHWHNHWNHOOYpJUHKDMWDQRPKRJ\67$7VWDWLV]WLNDL
V]iPtWiVRNPyGEyOYDJ\7$%/(V]iPWiEOi]DWPyGEyOYiOWVDNiW
RO\DQPyGEDDKROV]iPWDQLV]iPtWiVRNDWOHKHWYpJH]QL"
Nyomja meg a (COMP) gombot.
ý +RJ\DQOHKHWYLVV]DiOOtWDQLDV]iPROyJpSHWDNH]GHWLDODSpUWHOPH]HWW
EHiOOtWiVRNUD"
+DMWVDYpJUHDN|YHWNH]ĘPĦYHOHWHNHW (CLR) (Setup) (Yes)
ý $PLNRUHJ\IJJYpQ\WV]iPtWRNNLPLpUWNDSRNRO\DQV]iPtWiVL
HUHGPpQ\WDPHO\WHOMHVHQHOWpUDUpJHEELV]iPROyJpSPRGHOOHN
HUHGPpQ\pWĘO"
$WHUPpV]HWHVPHJMHOHQtWpVĦ1DWXUDO7H[WERRN'LVSOD\PRGHOOQpO
D]iUyMHOHNHWKDV]QiOyIJJYpQ\DUJXPHQWXPiWHJ\]iUy]iUyMHOQHNNHOO
N|YHWQLH+DD]DUJXPHQWXPEHtUiVDXWiQQHPQ\RPMDPHJD gombot
D]iUyMHOEH]iUiViKR]QHPNtYiQWpUWpNHNYDJ\NLIHMH]pVHNV]HUHSHOKHWQHN
az argumentum részeként.
Példa: (sin 30) + 15
Régebbi modell: 30 15 15.5
7HUPpV]HWHVPHJMHOHQtWpVĦ1DWXUDO7H[WERRN'LVSOD\PRGHOO 30
15 15.5
Ha nem nyomja meg itt a JRPERWD]HUHGPpQ\DVLQNLV]iPtWiVDOHV]
30 15 0.7071067812
background
HU – 26
$&620$*2/Ï$1<$*2.5$921$7.2=Ï
0(*6(00,6Ë7e6,87$6Ë7È62.e67È-e.2=7$
$FVRPDJROyDQ\DJRWYLJ\HKXOODGpNXGYDUED~MUDKDV]QRVtWiVKR]
+$6=1È/7(/(.752026e6(/(.7521,.86
%(5(1'(=e6(.0(*6(00,6Ë7e6(
(]DMHODWHUPpNHQDQQDNWDUWR]pNDLQYDJ\FVRPDJROiViQ
D]WMHOHQWLKRJ\DWHUPpNHWQHPV]DEDGDW|EEL
Ki]WDUWiVLKXOODGpNNDOD]RQRVPyGRQNH]HOQL.pUMN
hogy a terméket adja le elektromos és elektronikus
EHUHQGH]pVHNHW~MUDKDV]QRVtWyJ\ĦMWĘWHOHSHQ(J\HV
XQLyVRUV]iJRNEDQYDJ\PiVHXUySDLRUV]iJRNEDQDUpJL
WHUPpNHWYLVV]DYLKHWLDKHO\LNLVNHUHVNHGĘQHNKD~M
HJ\HQpUWpNĦWHUPpNHWYiViURO$WHUPpNPHJIHOHOĘPyGRQ
W|UWpQĘPHJVHPPLVtWpVpYHOVHJtWPHJĘUL]QLD]pUWpNHV
WHUPpV]HWLHUĘIRUUiVRNDWpVKR]]iMiUXODQHPPHJIHOHOĘ
KXOODGpNPHJVHPPLVtWpViOWDORNR]RWWHVHWOHJHVQHJDWtY
N|UQ\H]HWLpVHJpV]VpJJ\LKDWiVRNPHJHOĘ]pVpKH]
7RYiEELUpV]OHWHNpUWIRUGXOMRQDKHO\LKDWyViJRNKR]
YDJ\DOHJN|]HOHEELKXOODGpNXGYDUKR]$]LO\HQWtSXV~
KXOODGpNRNPHJIHOHOĘiUWDOPDWODQtWiViQDNHOPXODV]WiViW
W|UYpQ\EQWHWL
$](XUySDL8QLyRUV]iJDLEDQPĦN|GĘYiOODODWRN
V]iPiUD
+DHOHNWURPRVYDJ\HOHNWURQLNXVEHUHQGH]pVWNtYiQ
PHJVHPPLVtWHQLNpUMHQLQIRUPiFLyWDWHUPpNHODGyMiWyO
YDJ\IRUJDOPD]yMiWyO
0HJVHPPLVtWpVD](XUySDL8QLyQNtYOLRUV]iJEDQ
$WHUPpNPHJIHOHOĘPHJVHPPLVtWpVpYHONDSFVRODWRV
LQIRUPiFLyNpUWIRUGXOMRQDKHO\LKDWyViJRNKR]YDJ\
DNHUHVNHGĘK|]
Ez a termék megfelel az EU követelményeinek.
$)$67ý5DVH]~WRQNLMHOHQWLKRJ\D6(&UiGLyNpV]OpNWtSXV
|VV]KDQJEDQYDQD(8LUiQ\HOYYHO
$](8PHJIHOHOĘVpJL
nyilatkozat teljes szövegét a www.sencor.cz weboldalon találja.
$V]|YHJNLYLWHOpVPĦV]DNLMHOOHP]ĘNHOĘ]HWHVILJ\HOPH]WHWpVQpONO
YiOWR]KDWQDNpVD]LO\HQYiOWR]WDWiVRNMRJiWIHQQWDUWMXN
$]HUHGHWLYHU]LyDFVHK
A csehországi szervizközpontok aktuális listáját a www.sencor.cz
oldalon találja.
background
background
PL – 1
6SLVWUHĞFL
3U]\NáDGRZHRSHUDFMH ..................................................................................... 2
5HVHWRZDQLHNDONXODWRUD................................................................................. 2
8ZDJLGRW\F]ąFHEH]SLHF]HĔVWZD ................................................................. 2
:VND]yZNLGRW\F]ąFHEH]SLHF]HĔVWZDREVáXJL ........................................... 2
:áąF]DQLHLZ\áąF]DQLH]DVLODQLD ................................................................... 3
8VWDZLHQLHNRQWUDVWXZ\ĞZLHWODF]D ............................................................... 3
2]QDF]HQLDSU]\FLVNyZ .................................................................................. 3
2GF]\W]Z\ĞZLHWODF]D .................................................................................... 4
.RU]\VWDQLH]PHQX ......................................................................................... 5
8VWDZLHQLDWU\EXREOLF]HĔ .............................................................................. 5
.RQ¿JXUDFMDXVWDZLHĔNDONXODWRUD ................................................................ 5
:SURZDG]DQLHZ\UDĪHĔLZDUWRĞFL................................................................. 7
3U]HáąF]DQLHZ\QLNyZREOLF]HĔ...................................................................... 9
3RGVWDZRZHREOLF]HQLD ................................................................................ 10
5R]NáDGQDF]\QQLNLSLHUZV]H ...................................................................... 13
2EOLF]DQLHIXQNFML .......................................................................................... 14
2EOLF]HQLDVWDW\VW\F]QH67$7 .................................................................... 17
7ZRU]HQLHWDEHOLZDUWRĞFLIXQNFML7$%/(.................................................. 20
=DNUHV\REOLF]HĔOLF]EDF\IULGRNáDGQRĞü ................................................. 21
%áĊG\ ............................................................................................................... 22
=DQLP]OHFLV]QDSUDZĊNDONXODWRUD ............................................................. 24
:\PLDQDEDWHULL ............................................................................................. 25
'DQHWHFKQLF]QH ............................................................................................ 25
&]ĊVWR]DGDZDQHS\WDQLD ............................................................................. 25
background
PL – 2
3U]\NáDGRZHRSHUDFMH
3U]\NáDGRZHRSHUDFMHZQLQLHMV]HMLQVWUXNFMLR]QDF]RQRLNRQą . O ile nie
]D]QDF]RQRLQDF]HMZV]\VWNLHRSHUDFMHSU]\NáDGRZH]DNáDGDMąĪHNDONXODWRU
]QDMGXMHVLĊZGRP\ĞOQ\PWU\ELHXVWDZLHĔSRF]ąWNRZ\FK$E\SU]\ZUyFLü
GRP\ĞOQ\SRF]ąWNRZ\WU\EXVWDZLHĔZNDONXODWRU]H]DVWRVXMSURFHGXUĊRSLVDQą
ZUR]G]LDOHÄ5HVHWRZDQLHNDONXODWRUD´
,QIRUPDFMHGRW\F]ąFHV\PEROL   i XĪ\ZDQ\FK
ZRSHUDFMDFKSU]\NáDGRZ\FK±SDWU]UR]G]LDáÄ.RQ¿JXUDFMDXVWDZLHĔ
kalkulatora“.
5HVHWRZDQLHNDONXODWRUD
3RQLĪV]ąSURFHGXUĊ]DVWRVXMJG\FKFHV]SU]HSURZDG]LüUHVHWNDONXODWRUD
LSU]\ZUyFLüWU\EREOLF]HĔRUD]XVWDZLHĔGRSRF]ąWNRZHJRWU\EXXVWDZLHĔ
GRP\ĞOQ\FK3DPLĊWDMRW\PĪHWDNDRSHUDFMDVSRZRGXMHXVXQLĊFLHZV]\VWNLFK
GDQ\FK]QDMGXMąF\FKVLĊZSDPLĊFLNDONXODWRUD
(CLR) (All) (Yes)
=DVDG\EH]SLHF]HĔVWZD
$NXPXODWRU
 %DWHULHSU]HFKRZXM]GDODRGPDá\FKG]LHFL
 8Ī\ZDMZ\áąF]QLHEDWHULLZW\SLHRNUHĞORQ\PGODWHJRNDONXODWRUDZ
niniejszej instrukcji.
8ZDJLGRW\F]ąFHEH]SLHF]QHMREVáXJL
 1DZHWMHĪHOLNDONXODWRUG]LDáDSUDZLGáRZRZ\PLHĔMHJREDWHULĊ±FR
QDMPQLHMUD]QDWU]\ODWD/5$0OXEUD]QDGZDODWD580

=UR]áDGRZDQHMEDWHULLPRĪHZ\FLHNDüHOHNWUROLWNWyU\VWZDU]DU\]\NR
XV]NRG]HQLDLDZDULLNDONXODWRUD1LJG\QLHSR]RVWDZLDMUR]áDGRZDQHM
EDWHULLZNDONXODWRU]H1LHSUyEXMXĪ\ZDüNDONXODWRUDJG\MHJREDWHULDMHVW
FDáNRZLFLHUR]áDGRZDQD
 %DWHULDGRVWDUF]DQDZUD]]QLQLHMV]\PNDONXODWRUHPZWUDNFLH
WUDQVSRUWXLSU]HFKRZ\ZDQLDQLH]QDF]QLHVLĊUR]áDGRZXMH=WHJR
SRZRGXE\üPRĪHWU]HEDMąEĊG]LHZ\PLHQLüZF]HĞQLHMQLĪ
ZVND]\ZDáE\QDWRVWDQGDUGRZ\SU]HZLG\ZDQ\RNUHVMHMĪ\ZRWQRĞFL
 1LHXĪ\ZDMLQLHSU]HFKRZXMWHJRNDONXODWRUDZPLHMVFDFKQDUDĪRQ\FK
QDHNVWUHPDOQHWHPSHUDWXU\RUD]GXĪąLORĞüZLOJRFLLS\áX
 1LHQDUDĪDMWHJRNDONXODWRUDQDQDGPLHUQHZVWU]ąV\FLĞQLHQLH
L]JLQDQLH
 1LJG\QLHUR]NUĊFDMWHJRNDONXODWRUD
 =DZV]HJG\EĊG]LHV]XW\OL]RZDüNDONXODWRUOXEEDWHULHSRVWĊSXM
]JRGQLH]SU]HSLVDPLRERZLą]XMąF\PLZ7ZRLPUHJLRQLH
background
PL – 3
:áąF]DQLHLZ\áąF]DQLH]DVLODQLD
$E\ZáąF]\üNDONXODWRUQDFLĞQLMSU]\FLVN .
$E\Z\áąF]\üNDONXODWRUQDFLĞQLMSU]\FLVN (OFF).
$XWRPDW\F]QHZ\áąF]DQLH]DVLODQLD
-HĞOLZFLąJXRNRáRPLQXWQLHZ\NRQDV]ĪDGQHMRSHUDFMLNDONXODWRU
DXWRPDW\F]QLHVLĊZ\áąF]\-HĪHOLWDNVLĊVWDQLHQDFLĞQLMSU]\FLVN DE\
SRQRZQLHZáąF]\üXU]ąG]HQLH
8VWDZLHQLHNRQWUDVWXZ\ĞZLHWODF]D
:\NRQXMąFQDVWĊSXMąFHRSHUDFMH]DSRPRFąSU]\FLVNyZZ\ĞZLHWOHNUDQ
CONTRAST (Kontrast): (SETUP) Ż&217ŹQDVWĊSQLH]D
SRPRFąSU]\FLVNyZ i GRVWRVXMNRQWUDVW3RSU]HSURZDG]HQLXNRQ¿JXUDFML
ZSRZ\ĪV]\VSRVyEQDFLĞQLMSU]\FLVN .
:DĪQH-HĪHOLSRPLPRUHJXODFMLNRQWUDVWXZ\ĞZLHWODF]DQLHSRSUDZLVLĊMHJR
F]\WHOQRĞüR]QDF]DWRSUDZGRSRGREQLHĪHEDWHULDMHVWUR]áDGRZDQD:\PLHĔ
baterie.
2]QDF]HQLDSU]\FLVNyZ
-HĪHOLQDFLĞQLHV]SU]\FLVN lub 
DQDVWĊSQLHGUXJLSU]\FLVNZ\NRQDQD]RVWDQLH
alternatywna funkcja drugiego przycisku.
Alternatywna funkcja jest oznaczona tekstem
wydrukowanym nad danym przyciskiem.
:SRQLĪV]HMF]ĊĞFLRNUHĞORQRFRR]QDF]DMą
SRV]F]HJyOQHNRORU\SU]\FLVNXDOWHUQDW\ZQHM
funkcji.
)XQNFMHDOWHUQDW\ZQH
)XQNFMHQDSU]\FLVNX
-HĪHOLWHNVWQDSU]\FL
VNXPDQDVWĊSXMąF\
NRORU
2]QDF]DWRĪH
ĩyáW\
1DFLĞQLMSU]\FLVN
DQDVWĊSQLHSU]\FLVN
GRVWĊSXGRGDQHMIXQNFML
Czerwony
1DFLĞQLMSU]\FLVN
DQDVWĊSQLHSU]\FLVN
ZSURZDG]DQLDRGSRZLHGQLHM]PLHQQHM
VWDáHMOXEV\PEROX
background
PL – 4
2GF]\W]Z\ĞZLHWODF]D
:\ĞZLHWODF]WHJRNDONXODWRUDSRND]XMHZSURZDG]DQHZ\UDĪHQLD:\QLNL
REOLF]HĔLUyĪQHZVNDĨQLNL
:SURZDG]DQLHZ\UDĪHQLD
:VNDĨQLNL
:\QLNREOLF]HQLD
 -HĪHOL]SUDZHMVWURQ\Z\QLNyZREOLF]HĔSRMDZLVLĊZVNDĨQLNŹR]QDF]D
WRĪHZ\QLNREOLF]HĔMHVWGáXĪV]\LPDGDOV]ąF]ĊĞüSRSUDZHMVWURQLH=D
SRPRFąSU]\FLVNyZ
i SU]HZLĔZ\ĞZLHWODQLHZ\QLNXREOLF]HĔ
 -HĪHOL]SUDZHMVWURQ\ZSURZDG]RQHJRZ\UDĪHQLDSRMDZLVLĊZVNDĨQLNÒ
R]QDF]DWRĪHREOLF]HQLDPDMąGDOV]ąF]ĊĞüSRSUDZHMVWURQLH=DSRPRFą
SU]\FLVNyZ i SU]HZLĔZ\ĞZLHWODQLHZSURZDG]RQHJRZ\UDĪHQLD
3DPLĊWDMRW\PĪHMHĪHOLZSURZDG]RQHZ\UDĪHQLHFKFHV]SU]HZLQąüFKFHV]
ZF]DVLHJG\Z\ĞZLHWODQHVąREDZVNDĨQLNLŹLÒQDMSLHUZPXVLV]ZFLVQąü
przycisk DGRSLHUR]DSRPRFąSU]\FLVNX i PRĪHV]]DF]ąüSU]HZLMDü
:VNDĨQLNLQDZ\ĞZLHWODF]X
1LQLHMV]\
ZVNDĨQLN
2]QDF]DĪH
S
.ODZLDWXUD]RVWDáDSU]HáąF]RQDSRQDFLĞQLĊFLXSU]\FLVNX
. Gdy
QDFLĞQLHV]GRZROQ\SU]\FLVNSU]HáąF]HQLHNODZLDWXU\]RVWDQLH
DQXORZDQHLZVNDĨQLN]JDĞQLH
A
3RQDFLĞQLĊFLXSU]\FLVNX
DNW\ZRZDQ\]RVWDá
DOIDQXPHU\F]Q\WU\EZSURZDG]DQLDGDQ\FK*G\QDFLĞQLHV]
GRZROQ\SU]\FLVNDOIDQXPHU\F]Q\WU\EZSURZDG]DQLDGDQ\FK
]RVWDQLH]DNRĔF]RQ\DZVNDĨQLN]JDĞQLH
0 :SDPLĊFLQLH]DOHĪQHM]DSLVDQDMHVWZDUWRĞü
672
Kalkulator jest przygotowany do wprowadzenia nazwy zmiennej
ZFHOXSU]\SRU]ąGNRZDQLDZDUWRĞFLGR]PLHQQHM7HQZVNDĨQLN
Z\ĞZLHWODVLĊSRQDFLĞQLĊFLXSU]\FLVNX
(STO).
5&/
7HQNDONXODWRUXPRĪOLZLDZSURZDG]DQLHQD]Z\]PLHQQHMZFHOXZ\ZRáDQLD
MHMZDUWRĞFL7HQZVNDĨQLNZ\ĞZLHWODVLĊSRQDFLĞQLĊFLXSU]\FLVNX
.
STAT .DONXODWRU]QDMGXMHVLĊZWU\ELH67$7REOLF]HQLDVWDW\VW\F]QH
D
'RP\ĞOQąMHGQRVWNąNąWDVąVWRSQLH
R
'RP\ĞOQąMHGQRVWNąNąWDVąUDGLDQ\
G
'RP\ĞOQąMHGQRVWNąNąWDVąJUDG\
),; 8Ī\ZDQDMHVWVWDáDOLF]EDPLHMVFSRSU]HFLQNX
SCI 8Ī\ZDQDMHVWVWDáDOLF]EDF\IU]QDF]ąF\FK
0DWK :\EUDQRQDWXUDOQ\VSRVyEZ\ĞZLHWODQLD
źŸ
:SDPLĊFL]QDMGXMąVLĊGDQHGRW\F]ąFHZF]HĞQLHMV]\FK
REOLF]HĔNWyUHPRĪQDSU]\ZRáDüOXEGRGDWNRZHLQIRUPDFMHVą
GRVWĊSQHSRZ\ĪHMLSRQLĪHMELHĪąFHJRHNUDQX
'LVS
1DZ\ĞZLHWODF]XSRND]\ZDQ\MHVWREHFQLHSRĞUHGQLZ\QLN
REOLF]HĔ]XĪ\FLHPZLHOXSROHFHĔ
:DĪQH:QLHNWyU\FKW\SDFKREOLF]HĔNWyUHZ\PDJDMąZLĊFHMF]DVXQD
Z\ĞZLHWODF]XPRJąE\üSRND]\ZDQHW\ONRRNUHĞORQHSRZ\ĪHMZVNDĨQLNLEH]
ĪDGQ\FKZDUWRĞFLSRGF]DVJG\ZWOHUHDOL]RZDQHEĊGąREOLF]HQLD
background
PL – 5
.RU]\VWDQLH]PHQX
1LHNWyUHRSHUDFMHWHJRNDONXODWRUDZ\NRQXMHVLĊ]DSRPRFąPHQX,WDN
QDSU]\NáDGSRQDFLĞQLĊFLXSU]\FLVNX lub pokazywane jest menu
odpowiednich funkcji.
'RSRUXV]DQLDVLĊSRPHQXQDOHĪ\XĪ\ZDüQDVWĊSXMąF\FKRSHUDFML
 3R]\FMĊPHQXPRĪQDZ\EUDüQDFLVNDMąFSU]\FLVNQXPHU\F]Q\
RGSRZLDGDMąF\QXPHURZLSROHZHMVWURQLHHNUDQXPHQX
 :VNDĨQLNźZSUDZ\PJyUQ\PURJXPHQXR]QDF]DĪHSRGDNWXDOQ\P
PHQX]QDMGXMHVLĊNROHMQHPHQX:VNDĨQLNŸR]QDF]DNROHMQHQDGU]ĊGQH
menu.
=DSRPRFąSU]\FLVNyZ
i PRĪHV]SU]HFKRG]LüSRPLĊG]\
SRV]F]HJyOQ\PLPHQX
 $E\]DPNQąüPHQXEH]Z\ELHUDQLDF]HJRNROZLHNQDFLĞQLMSU]\FLVN .
8VWDZLHQLDWU\EXREOLF]HĔ
-HĪHOLFKFHV]SU]HSURZDG]LüRSHUDFMĊWHJR
W\SX
:\NRQDMSRQLĪV]ą
RSHUDFMĊ]DSRPRFą
SU]\FLVNyZ
2EOLF]HQLDRJyOQH
(COMP)
Obliczenia statystyczne i analiza regresji
(STAT)
*HQHURZDQLHWDEHOLOLF]EQDSRGVWDZLHZ\UDĪHĔ
(TABLE)
8ZDJD3RF]ąWNRZ\WU\EXVWDZLHĔGRP\ĞOQ\FKWRWU\E&203REOLF]HQLDRJyOQH
.RQ¿JXUDFMDXVWDZLHĔNDONXODWRUD
1DMSLHUZZ\NRQDMSRQLĪV]HRSHUDFMH]DSRPRFąSU]\FLVNyZZ\ĞZLHWODQLD
PHQXXVWDZLHĔ 6(7831DVWĊSQLH]DSRPRFąSU]\FLVNyZ
numerycznych i SU]HSURZDGĨNRQ¿JXUDFMĊZ\PDJDQ\FKXVWDZLHĔ
3RGNUHĞORQHBBBBXVWDZLHQLDWRSRF]ąWNRZHXVWDZLHQLDGRP\ĞOQH
0WK,2 /LQHO22NUHĞODIRUPDWZ\ĞZLHWODQLD
1DWXUDO'LVSOD\:\ĞZLHWODQLHQDWXUDOQH
0WK,2SRZRGXMHĪHXáDPNLOLF]E\QLHZ\PLHUQH
LLQQHZ\UDĪHQLDVąZ\ĞZLHWODQHWDNMDN]DSLVXMH
VLĊMHQDSDSLHU]H
0WK,2:\EyUMathOOXE/LQH20DWK2Z\ĞZLHWODZSURZDG]DQHGDQHLZ\QLNL
REOLF]HĔZW\PVDP\PIRUPDFLHZMDNLPVą]DSLV\ZDQHQDSDSLHU]H/LQH2
SU]HGVWDZLDGDQHZHMĞFLRZHZVSRVyEWDNLMDN0DWK2MHGQDNZ\QLNLREOLF]HĔ
VąZ\ĞZLHWODQHZIRUPDFLHOLQLRZ\P
/LQHDU'LVSOD\:\ĞZLHWODQLHOLQLRZH/LQHO2
SRZRGXMHĪHXáDPNLLLQQHZ\UDĪHQLDEĊGą
Z\ĞZLHWODQHZMHGQHMOLQLL
8ZDJD=DZV]HJG\DNW\ZXMHV]WU\E67$7REOLF]HQLDVWDW\VW\F]QHNDONXODWRU
DXWRPDW\F]QLHSU]HáąF]DVLĊQDZ\ĞZLHWODQLHOLQLRZH:WHMLQVWUXNFMLV\PERO
RERNSU]\NáDGRZHJRG]LDáDQLDZVND]XMHQDQDWXUDOQ\IRUPDWZ\ĞZLHWODQLD
0DWK2SRGF]DVJG\V\PERO R]QDF]DZ\ĞZLHWODQLHOLQLRZH
background
PL – 6
'HJ 5DG *UD2NUHĞODVWRSQLHUDGLDQ\OXEJUDG\MDNRMHGQRVWNĊ
NąWRZąGRZSURZDG]DQLDZDUWRĞFLLZ\ĞZLHWODQLDZ\QLNyZREOLF]HĔ
8ZDJD• W tej instrukcji symbol RERNSU]\NáDGRZHJRG]LDáDQLDZVND]XMH
QDVWRSQLHSRGF]DVJG\V\PERO wskazuje na radiany.
)L[ Sci 1RUP2NUHĞODOLF]EĊF\IUGRZ\ĞZLHWODQLDZ\QLNyZREOLF]HĔ
)L[6WDá\:DUWRĞüNWyUąRNUHĞOLV]RGGRGHF\GXMHROLF]ELHPLHMVF
SRSU]HFLQNXZZ\ĞZLHWODQ\FKZ\QLNDFKREOLF]HĔ:\QLNLREOLF]HĔVąSU]HG
Z\ĞZLHWODQLHP]DRNUąJODQHGRZVND]DQHMF\IU\
3U]\NáDG
·  )L[
 )L[
6FL1DXNRZ\:DUWRĞüNWyUąRNUHĞOLV]RGGRGHF\GXMHROLF]ELHF\IU
]QDF]ąF\FKZZ\ĞZLHWODQ\FKZ\QLNDFKREOLF]HĔ:\QLNLREOLF]HĔVąSU]HG
Z\ĞZLHWODQLHP]DRNUąJODQHGRZVND]DQHMF\IU\
3U]\NáDG 1 ÷ 7 = 1.4286 × 10
-1
(Sci 5)
1.429 × 10
-1
(Sci 4)
1RUP1RUPDOQ\:\EyUMHGQHJR]GZyFKGRVWĊSQ\FKXVWDZLHĔ1RUP
11RUPRNUHĞOD]DNUHVZNWyU\PZ\QLNLEĊGąZ\ĞZLHWODQHEH]QRWDFML
Z\NáDGQLF]HM3R]DRNUHĞORQ\P]DNUHVHPZ\QLNLVąZ\ĞZLHWODQHZQRWDFML
Z\NáDGQLF]HM
Norm 1:10
-2
!_[__x| 10
10
Norm 2:10
-9
!_[__[_ 10
10
3U]\NáDG 1 ÷ 200 = 5 × 10
-3
(Norm 1)
0.005 (Norm 2)
DEF GF8VWDZLDVSRVyESUH]HQWDFMLXáDPNyZZZ\QLNDFK±MDNR
XáDPHNPLHV]DQ\DEFOXEQLHZáDĞFLZ\GF
STAT 21; 2))
2NUHĞODF]\NROXPQD)5(4F]ĊVWRWOLZRĞüPDE\üZ\ĞZLHWODQDZHG\WRU]H
statystyk w trybie STAT (obliczenia statystyczne).
'LVS 'RW; &RPPD
2NUHĞODF]\MDNR]QDNG]LHVLĊWQ\ZZ\QLNDFKREOLF]HĔPDE\üZ\ĞZLHWODQD
NURSNDF]\WHĪSU]HFLQHN3RGF]DVZSURZDG]DQLDZDUWRĞFLZ\ĞZLHWODQDMHVW
zawsze kropka.
8ZDJD*G\MDNRVHSDUDWRUG]LHVLĊWQ\Z\EUDQRNURSNĊVHSDUDWRUHPGODZLHOX
Z\QLNyZMHVWSU]HFLQHN*G\Z\EUDQRSU]HFLQHNVHSDUDWRUHPMHVWĞUHGQLN
(;).
Ż&217Ź
8VWDZLHQLHNRQWUDVWXZ\ĞZLHWODF]D6]F]HJyáRZHLQIRUPDFMH]QDMG]LHV]Z
F]ĊĞFLÄ8VWDZLHQLHNRQWUDVWXZ\ĞZLHWODF]D´
5HVHWRZDQLHXVWDZLHĔNDONXODWRUD
3U]HSURZDG]HQLHSRQLĪV]HMRSHUDFMLSR]ZROLQD]UHVHWRZDQLHNDONXODWRUDFR
SU]\ZUyFLWU\E&203RJyOQHREOLF]HQLDRUD]XVWDZLZV]\VWNLHRSFMHZW\PWH
GRVWĊSQHZPHQXNRQ¿JXUDFMLQDZDUWRĞFLSRF]ąWNRZH
(CLR) (Setup) (Yes)
background
PL – 7
:SURZDG]DQLHZ\UDĪHĔLZDUWRĞFL
3RGVWDZRZH]DVDG\ZSURZDG]DZ\UDĪHĔLZDUWRĞFL
2EOLF]HQLDPRĪQDZSURZDG]DüZWDNLHMVDPHMIRUPLHZMDNLHMVą]DSLV\ZDQH
*G\QDFLĞQLHV]SU]\FLVN DXWRPDW\F]QLHRFHQLRQD]RVWDQLHVHNZHQFMD
SULRU\WHWyZZSURZDG]RQHJRREOLF]HQLDLQDZ\ĞZLHWODF]XSRMDZLVLĊZ\QLN
4 × sin30 × (30 + 10 × 3) = 120
*
1
'ODVLQVLQKLLQQ\FKIXQNFML]QDZLDVDPLZ\PDJDQHMHVWXPLHV]F]HQLH
QDZLDVX]DP\NDMąFHJR
*
2
7HV\PEROHPQRĪHQLDîPRĪQDSRPLQąü6\PEROPQRĪHQLDPRĪQD
SRPLQąüMHĞOLZ\VWĊSXMHEH]SRĞUHGQLRSU]HGQDZLDVHPRWZLHUDMąF\P
EH]SRĞUHGQLRSU]HGVLQOXELQQąIXQNFMą]DZLHUDMąFąQDZLDV\EH]SRĞUHGQLR
SU]HGIXQNFMą5DQOLF]EDORVRZDOXEEH]SRĞUHGQLRSU]HG]PLHQQą$%
&'()0;<ʌ lub .
*
3
1DZLDV]DP\NDMąF\EH]SRĞUHGQLRSU]HGRSHUDFMą PRĪQDSRPLQąü
3U]\NáDGZSURZDG]DQLDZDUWRĞFL]SRPLQLĊFLHPRSHUDFML *
2
i *
3
ZSRZ\ĪV]\PSU]\NáDG]LH
4 30 30 10 3
8ZDJD-HĪHOLSRGF]DVZSURZDG]DQLDGDQ\FKREOLF]HQLHMHVWGáXĪV]HQLĪ
V]HURNRĞüHNUDQXHNUDQSU]HZLQLHVLĊDXWRPDW\F]QLHZSUDZRLQDZ\ĞZLHWODF]X
SRMDZLVLĊZVNDĨQLNŻ-HĪHOLWDNVLĊVWDQLHPRĪHSRQRZQLHSU]HZLQąü
HNUDQZOHZR]DSRPRFąSU]\FLVNyZ oraz WDNDE\SU]HVXQąüNXUVRU
-HĪHOLZ\EUDQRZ\ĞZLHWODQLHOLQLRZHQDFLĞQLĊFLHSU]\FLVNX VSRZRGXMHĪH
NXUVRUSU]HVNRF]\QDSRF]ąWHNREOLF]HĔQDWRPLDVW]DSRPRFąSU]\FLVNX
SU]HVNRF]\V]QDNRQLHF-HĪHOLZ\EUDQRQDWXUDOQHZ\ĞZLHWODQLHQDFLĞQLĊFLH
przycisku ZF]DVLHJG\NXUVRU]QDMGXMHVLĊQDNRĔFXZSURZDG]RQHJR
G]LDáDQLDVSRZRGXMHSU]HVNRF]HQLHQDSRF]ąWHNQDWRPLDVWQDFLĞQLĊFLH
przycisku ZF]DVLHJG\NXUVRU]QDMGXMHVLĊQDSRF]ąWNXVSRZRGXMH
SU]HVNRF]HQLHQDNRQLHF/LPLWZSURZDG]RQ\FKGDQ\FKGRREOLF]HĔWRPDNV
EDMWyZ.DĪGDF\IUDV\PEROOXEIXQNFMD]XĪ\ZDVWDQGDUGRZREDMW1LHNWyUH
IXQNFMHZ\PDJDMąRGGREDMWyZ-HĪHOLGRZSURZDG]HQLDSR]RVWDáR
OXEPQLHMEDMWyZNXUVRU]PLHQLNV]WDáWQDý-HĞOLWDNVLĊVWDQLH]DNRĔF]
ZSURZDG]DQLHGDQ\FKREOLF]HĔDQDVWĊSQLHQDFLĞQLMSU]\FLVN .
6HNZHQFMDSULRU\WHWyZREOLF]HĔ
6HNZHQFMDSULRU\WHWyZREOLF]HĔMHVWRFHQLDQDQDSRGVWDZLHSRGDQ\FK]DVDG*G\SULRU\WHW
GZyFKZ\UDĪHĔSR]RVWDMHWDNLVDPREOLF]HQLHMHVWZ\NRQ\ZDQHRGOHZHMGRSUDZHMVWURQ\
1. :\UDĪHQLDZQDZLDVDFK
2.
)XQNFMHZ\PDJDMąFHDUJXPHQWXSRSUDZHMVWURQLHLQDZLDVX
]DP\NDMąFHJRÄ´]DDUJXPHQWHP
3.
)XQNFMH]QDMGXMąFHVLĊ]DZDUWRĞFLąZHMĞFLRZąx
2
x
3
x
-1
x¶
´
r

g
SRWĊJL SLHUZLDVWNLNZDGUDWRZH )
4. 8áDPNL
background
PL – 8
5.
=QDNPLQXV௅
8ZDJD*G\SRGQRVLV]GRNZDGUDWXZDUWRĞüXMHPQąQSPXVL
E\üRQDXMĊWDZQDZLDV\
2 3RQLHZDĪx
2
ma
Z\ĪV]\SULRU\WHWQLĪ]QDNPLQXV
2 spowoduje najpierw
SRGQLHVLHQLHGRNZDGUDWXDQDVWĊSQLHGRGDQLH]QDNXPLQXV
GRZ\QLNX'ODWHJR]DZV]HQDOHĪ\SDPLĊWDüRNROHMQRĞFLG]LDáDĔ
LXPLHV]F]DüZDUWRĞFLXMHPQHZQDZLDVDFKMHĞOLMHVWWRZ\PDJDQH
6.
:DUWRĞFLV]DFRZDQHZWU\ELH67$7REOLF]HQLDVWDW\VW\F]QH ,   )
7. 0QRĪHQLH]SRPLQLĊFLHP]QDNXPQRĪHQLD
8. Permutacja (nPrNRPELQDFMDnCr)
9. 0QRĪHQLHG]LHOHQLH
×

÷
)
10. 'RGDZDQLHRGHMPRZDQLH
:SURZDG]DQLHGDQ\FKZWU\ELHQDWXUDOQHJR
Z\ĞZLHWODQLD1DWXUDO'LVSOD\
:\EyUWU\EXQDWXUDOQHJRZ\ĞZLHWODQLDXPRĪOLZLDZSURZDG]DQLHLZ\ĞZLHWODQLH
XáDPNyZRUD]QLHNWyU\FKIXQNFMLORJx
2
x
3
    x
-1
,  , Abs) w
VSRVyEZMDNLVąRQH]DSLV\ZDQHZSRGUĊF]QLNDFK
2 2 1 2
:DĪQH1LHNWyUHW\S\Z\UDĪHĔPRJąVSRZRGRZDüĪHZ\VRNRĞüZ]RUX
REOLF]HQLRZHJREĊG]LHZLĊNV]DQLĪMHGHQZLHUV]Z\ĞZLHWODF]D'RSXV]F]DOQDZ\VRNRĞü
Z]RUXGRREOLF]HĔWRGZDHNUDQ\Z\ĞZLHWODF]DSXQNWyZ[-HĪHOLZ\VRNRĞü
ZSURZDG]DQ\FKREOLF]HĔZ\NUDF]DSR]DGRSXV]F]DOQ\OLPLWXPLHV]F]DQLHGDOV]HM
F]ĊĞFLGDQ\FKEĊG]LHQLHPRĪOLZH'R]ZRORQHMHVWVWRVRZDQLHIXQNFMLLQDZLDVyZ
ZHZQąWU]VLHELH]DJQLHĪGĪDQLH-HĪHOL]DJQLHĨG]LV]]E\WZLHOHIXQNFMLLOXEQDZLDVyZ
ZSURZDG]DQLHNROHMQ\FKHOHPHQWyZEĊG]LHQLHPRĪOLZH:SU]\SDGNX]DLVWQLHQLDWDNLHM
V\WXDFMLSRG]LHOREOLF]HQLDQDNLONDF]ĊĞFLLNDĪGą]F]ĊĞFLREOLF]RGG]LHOQLH
8ZDJD*G\QDFLĞQLHV]SU]\FLVN LX]\VNDV]Z\QLNREOLF]HĔZWU\ELHQDWXUDOQHJR
Z\ĞZLHWODQLDF]ĊĞüZSURZDG]RQHJRZ\UDĪHQLDPRĪH]RVWDüSU]\FLĊWD-HĪHOLFKFHV]
SRQRZQLHZ\ĞZLHWOLüFDáHZSURZDG]RQHZ\UDĪHQLHQDFLĞQLMSU]\FLVN LQDVWĊSQLH]D
SRPRFąSU]\FLVNyZ oraz SU]HZLĔZSURZDG]RQHZ\UDĪHQLH
8Ī\ZDQLHZDUWRĞFLLZ\UDĪHĔMDNRDUJXPHQWyZ
7\ONRWU\EQDWXUDOQHJRZ\ĞZLHWODQLD
:SURZDG]RQDSU]H]&LHELHZDUWRĞüOXEZ\UDĪHQLHPRĪH]RVWDüXĪ\WDMDNR
DUJXPHQWIXQNFML,WDNQDSU]\NáDGSRZSURZDG]HQLX
PRĪHV]WRZ\NRU]\VWDü
jako argument
GODZ\QLNX .
$E\ZSURZDG]Lü DQDVWĊSQLH]PLDQĊQD
1 7 6
(INS)
background
PL – 9
-DNZLGDüQDSRZ\ĪV]\PSU]\NáDG]LHZDUWRĞüOXEZ\UDĪHQLHSRSUDZHM
VWURQLHNXUVRUDSRQDFLĞQLĊFLXSU]\FLVNX
,16VWDMHVLĊDUJXPHQWHP
RNUHĞORQHMSyĨQLHMIXQNFML=DNUHVX]QDZDQ\]DDUJXPHQWREHMPXMHZV]\VWNR
DĪGRSLHUZV]HJRRWZDUWHJRQDZLDVXSRSUDZHMVWURQLHMHĞOLWDNLLVWQLHMHOXE
ZV]\VWNRDĪGRSLHUZV]HMIXQNFMLSRSUDZHMVWURQLHQSVLQORJLWS
7ĊZáDĞFLZRĞüPRĪQDZ\NRU]\VWDüZSRQLĪV]\FKIXQNFMDFK   (
) ( ) (    (  .
7U\EQDGSLV\ZDQLDZHMĞFLRZHJRW\ONRZ\ĞZLHWODQLHOLQLRZH
-DNRWU\EZHMĞFLRZ\PRĪHV]Z\EUDüZVWDZLDQLHOXEQDGSLV\ZDQLHMHGQDN
W\ONRZWHG\JG\Z\EUDQROLQLRZHZ\ĞZLHWODQLH/LQHDU'LVSOD\:WU\ELH
nadpisywania wstawiany tekst nadpisuje tekst na aktualnej pozycji kursora.
0LĊG]\WU\EHPZVWDZLDQLDLQDGSLV\ZDQLDPRĪQDVLĊSU]HáąF]DüSU]\
Z\NRU]\VWDQLXSRQLĪV]\FKRSHUDFML (INS). W trybie wstawiania kursor
MHVWZ\ĞZLHWODQ\MDNRÄ
³DZWU\ELHQDGSLV\ZDQLDMDNRÄ “.
8ZDJD:WU\ELHZ\ĞZLHWODQLDQDWXUDOQHJR1DWXUDO'LVSOD\XĪ\ZDQ\MHVW
]DZV]HWU\EZVWDZLDQLDZLĊF]PLDQDIRUPDWXZ\ĞZLHWODQLD]OLQLRZHJRQD
QDWXUDOQ\VSRZRGXMHDXWRPDW\F]QHSU]HáąF]HQLHQDWU\EZVWDZLDQLD
.RUHNWDLXVXZDQLHZ\UDĪHQLD
.DVRZDQLHMHGQHJR]QDNXOXEIXQNFML3U]HVXĔNXUVRUWDNDE\]QDMGRZDáVLĊEH]SRĞUHGQLR
SRSUDZHMVWURQLH]QDNXOXEIXQNFMLNWyUąFKFHV]XVXQąüDQDVWĊSQLHQDFLĞQLMSU]\FLVN .
:WU\ELHQDGSLV\ZDQLDSU]HVXĔNXUVRUWDNDE\]QDMGRZDáVLĊEH]SRĞUHGQLRSRG
]QDNLHPOXEIXQNFMąNWyUąFKFHV]XVXQąüDQDVWĊSQLHQDFLĞQLMSU]\FLVN .
:VWDZLDQLH]QDNXOXEIXQNFMLGRREOLF]HĔ=DSRPRFąSU]\FLVNyZ i
SU]HVXĔNXUVRUZPLHMVFHZNWyU\PFKFHV]ZVWDZLü]QDNOXEIXQNFMĊ
DQDVWĊSQLHZVWDZMH-HĞOLZ\EUDQRZ\ĞZLHWODQLHZWU\ELHOLQLRZ\P]DZV]H
QDOHĪ\VLĊXSHZQLüF]\XĪ\ZDQ\MHVWWU\EZVWDZLDQLD
8VXZDQLHFDáHJRZVWDZLDQHJRREOLF]HQLD1DFLĞQLMSU]\FLVN .
3U]HáąF]DQLHZ\QLNyZREOLF]HĔ
-HĪHOLZáąF]RQRZ\ĞZLHWODQLHZWU\ELHQDWXUDOQ\PNDĪGHZFLĞQLĊFLHSU]\FLVNX
SU]HáąF]DDNWXDOQLHZ\ĞZLHWORQ\Z\QLNREOLF]HQLDPLĊG]\MHJRSRVWDFLąXáDPNRZą
DG]LHVLĊWQąMHJRSRVWDFLąrLG]LHVLĊWQąOXEMHJRLQQąUHSUH]HQWDFMą LIRUPąG]LHVLĊWQą
ʌ ÷ 6 = ʌ 
(ʌ) 6 ʌ 0.5235987756
( + 2) × = + 2  
2 2 3 + 2 5.913591358
-HĪHOLZ\EUDQRZ\ĞZLHWODQLHOLQLRZHNDĪGHQDFLĞQLĊFLHSU]\FLVNX SRZRGXMHSU]HáąF]DQLH
Z\ĞZLHWODQHJRZ\QLNXREOLF]HĔSRPLĊG]\MHJRSRVWDFLąG]LHVLĊWQąDSRVWDFLąXáDPNRZą
·  
1 5 0.2 1 5
1 - =  
1 4 5 1 5 0.2
background
PL – 10
:DĪQH :]DOHĪQRĞFLRGW\SXZ\QLNXREOLF]HĔNWyU\]QDMGXMHVLĊQD
Z\ĞZLHWODF]XSRQDFLĞQLĊFLXSU]\FLVNX SURFHVNRQZHUVMLPRĪHSU]H]MDNLĞ
F]DVWUZDü:SU]\SDGNXQLHNWyU\FKZ\QLNyZREOLF]HĔQDFLĞQLĊFLHSU]\FLVNX
QLHVSRZRGXMHSU]HWZRU]HQLDZ\ĞZLHWODQHMZDUWRĞFL3U]HáąF]HQLH
]SRVWDFLG]LHVLĊWQHMQDXáDPHNPLHV]DQ\MHVWQLHPRĪOLZHMHĞOLVXPDF\IU
ZXáDPNXPLHV]DQ\PREHMPXMąFDOLF]EĊFDáNRZLWąOLF]QLNPLDQRZQLN
i separator) przekracza 10.
8ZDJD:WU\ELHQDWXUDOQHJRZ\ĞZLHWODQLD0DWK2SRQDFLĞQLĊFLXSU]\FLVNX
zamiast przycisku po wprowadzeniu obliczenia wynik zostanie
Z\ĞZLHWORQ\ZSRVWDFLG]LHVLĊWQHM3yĨQLHMV]HZFLĞQLHFLH spowoduje
SU]HáąF]HQLHWU\EXZ\ĞZLHWODQLDQDSRVWDüXáDPNDOXEIRUPĊʌ. Format
Z\QLNXZW\PSU]\SDGNXQLH]RVWDQLHZ\ĞZLHWORQ\
3RGVWDZRZHREOLF]HQLD
2EOLF]HQLD]XáDPNDPL
1DOHĪ\SDPLĊWDüRW\PĪHPHWRGDZVWDZLDQLDGDQ\FKZSU]\SDGNXXáDPNyZ
UyĪQLVLĊZ]DOHĪQRĞFLRGWHJRF]\XĪ\ZDQHMHVWZ\ĞZLHWODQLHQDWXUDOQHF]\
WHĪOLQLRZH
+ = 2 3 1 2
lub 2 3 1 2
2 3 1 2 7 6
4 - 3 = 4 ( ) 3 1 2
4 3 1 2 1 2
8ZDJD3RáąF]HQLHXáDPNyZLZDUWRĞFLG]LHVLĊWQ\FKZREOLF]HQLDFKZWU\ELH
OLQLRZHJRZ\ĞZLHWODQLDVSRZRGXMHĪHZ\QLN]RVWDQLHZ\ĞZLHWORQ\ZIRUPLH
G]LHVLĊWQHM:DUWRĞFLXáDPNRZHZZ\QLNDFKVąDXWRPDW\F]QLHXSUDV]F]DQH
GRIRUP\QLHVNUDFDOQHMZNWyUHMOLF]QLNLPLDQRZQLNQLHGDMąVLĊMXĪVNUyFLü
3U]HáąF]DQLHZ\QLNXREOLF]HĔSRPLĊG]\SRVWDFLąXáDPNDQLHZáDĞFLZHJR
LXáDPNDPLHV]DQHJR:\NRQDMSRQLĪV]ąRSHUDFMĊ]DSRPRFąSU]\FLVNyZ
(a )
3U]HáąF]DQLHZ\QLNXREOLF]HĔSRPLĊG]\IRUPąXáDPNRZąDG]LHVLĊWQą
1DFLĞQLMSU]\FLVN ).
2EOLF]HQLD]SURFHQWDPL
:SURZDG]HQLHZDUWRĞFLLQDFLĞQLĊFLHSU]\FLVNX VSRZRGXMHĪH
ZVWDZLRQDZDUWRĞü]RVWDQLHZ\ĞZLHWORQDMDNRSURFHQW
î 
150

30
2EOLF]DQLHLOHSURFHQW]WR
660
880 
75
=ZLĊNV]HQLHR
2500
2500 15 
2875
5DEDWRG
3500
3500 25 
2625
background
PL – 11
2EOLF]HQLD]HVWRSQLDPLPLQXWDPLVHNXQGDPL
V\VWHPV]HĞüG]LHVLąWNRZ\
:\NRQDQLHRSHUDFMLGRGDZDQLDOXERGHMPRZDQLDPLĊG]\ZDUWRĞFLDPL
V]HĞüG]LHVLąWNRZ\PLDWDNĪHPQRĪHQLDOXEG]LHOHQLDPLĊG]\ZDUWRĞFLą
V]HĞüG]LHVLąWNRZąDG]LHVLĊWQąVSRZRGXMHĪHZ\QLN]RVWDQLHSU]HGVWDZLRQ\Z
V\VWHPLHV]HĞüG]LHVLąWNRZ\P,VWQLHMHUyZQLHĪPRĪOLZRĞüNRQZHUVMLSRPLĊG]\
ZDUWRĞFLąV]HĞüG]LHVLąWNRZąDG]LHVLĊWQą3RQLĪHMSU]HGVWDZLRQRIRUPDW
ZVWDZLDQLDGODZDUWRĞFLV]HĞüG]LHVLąWNRZHM^VWRSQL` ^PLQXW` ^VHNXQG`
.
8ZDJD'ODVWRSQLLPLQXWQDOHĪ\]DZV]HFRĞZSLVDüQDZHWMHĞOLVąRQH
zerowe.
ƍƎƍƎ ƍƎ
2
20 30 0 39 30 ƍƎ
.RQZHUVMDƍ´QDRGSRZLHGQLNG]LHVLĊWQ\
2
15 18 ƍƎ
.RQZHUVMDZDUWRĞFLV]HĞüG]LHVLąWNRZHMQDG]LHVLĊWQą 
.RQZHUVMDZDUWRĞFLG]LHVLĊWQHMQDV]HĞüG]LHVLąWNRZą ƍƎ
6HNZHQFMHSROHFHĔ
'ZXNURSHNPRĪQDXĪ\üGRáąF]HQLDGZyFKOXEZLĊFHMZ\UDĪHĔ
LZ\NRQ\ZDQLDLFKZNROHMQRĞFLRGOHZHMGRSUDZHMSRQDFLĞQLĊFLXSU]\FLVNX
.
3 + 3 : 3 × 3 3 3 (:) 3 3 6
9
.RU]\VWDQLH]QRWDFMLLQĪ\QLHUVNLHM
=DSRPRFąMHGQHJRSU]\FLVNXZ\ĞZLHWODQąZDUWRĞüPRĪQDSU]HNRQZHUWRZDü
QDQRWDFMĊLQĪ\QLHUVNą
.RQZHUVMDZDUWRĞFLQDQRWDFMĊLQĪ\QLHUVNąSU]HVXQLĊFLHVHSDUDWRUD
G]LHVLĊWQHJRZSUDZR
1234
1234
1.234×10
3
1.234×10
0
.RQZHUVMDZDUWRĞFLQDQRWDFMĊLQĪ\QLHUVNąSU]HVXQLĊFLHVHSDUDWRUD
G]LHVLĊWQHJRZOHZR
123 123
ĸ 0.123×10
3
ĸ 0.000123×10
6
+LVWRULDREOLF]HĔ
:WU\ELH&203REOLF]HQLDRJyOQHNDONXODWRU]DSDPLĊWXMHPDNVRN
EDMWyZGDQ\FKGODQDMQRZV]HJRREOLF]HQLD+LVWRULĊREOLF]HĔPRĪQDSU]HVXZDü
]DSRPRFąSU]\FLVNyZ i .
1 + 1 = 2 1 1 2
2 + 2 = 4 2
2 4
3 + 3 = 6 3
3 6
background
PL – 12
3U]HZLMDQLHGRW\áX 4
'RGDWNRZHSU]HZLMDQLHGRW\áX
2
8ZDJD'DQHKLVWRULLREOLF]HĔ]RVWDQą]DZV]HVNDVRZDQHJG\QDFLĞQLHV]
przycisk
JG\SU]HáąF]\V]XU]ąG]HQLHZLQQ\WU\EREOLF]HĔJG\]PLHQLV]
IRUPDWZ\ĞZLHWODQLDOXEJG\SU]HSURZDG]LV]MDNąNROZLHNRSHUDFMĊUHVHWRZDQLD
)XQNFMD5HSOD\
*G\Z\QLNREOLF]HĔMHVWSRND]\ZDQ\QDZ\ĞZLHWODF]XPRĪHV]QDFLVQąü
przycisk lub ZFHOXHG\WRZDQLDZ\UDĪHĔXĪ\W\FKGODZF]HĞQLHMV]\FK
REOLF]HĔ
4 × 3  4 3 2.5 14.5
4 × 3  .RQW\QXDFMD 7.1 4.9
8ZDJD$E\HG\WRZDüREOLF]HQLDJG\ZVNDĨQLNŹ]QDMGXMHVLĊSRSUDZHM
VWURQLHZ\ĞZLHWODF]DZ\QLNyZREOLF]HĔSDWU]Ä2GF]\W]Z\ĞZLHWODF]D´QDFLĞQLM
przycisk DQDVWĊSQLH]DSRPRFąSU]\FLVNyZ i SU]HZLĔREOLF]HQLH
3DPLĊüZ\QLNyZ$QV
2VWDWQLRX]\VNDQ\Z\QLNREOLF]HĔMHVW]DSLVDQ\ZSDPLĊFLZ\QLNyZ$QV
DQVZHU RGSRZLHGĨ=DZDUWRĞüSDPLĊFLZ\QLNyZ$QVMHVWDNWXDOL]RZDQD
SRGF]DVNDĪGHJRZ\ĞZLHWODQLDQRZHJRZ\QLNXREOLF]HĔ
']LHOHQLHZ\QLNXîSU]H]OLF]EĊ
3 4
(Kontynuacja) 30
123 + 456 = 579 123 456
789 - 579 = 210
(Kontynuacja) 789
=PLHQQH$%&'();<
7ZyMNDONXODWRUPDRVLHPSUHGH¿QLRZDQ\FK]PLHQQ\FKRQD]ZDFK$%&'
();L<'RW\FK]PLHQQ\FKPRĪQDSU]\SLV\ZDüZDUWRĞFL]PLHQQHPRĪQD
UyZQLHĪZ\NRU]\VW\ZDüZREOLF]HQLDFK
3U]\SRU]ąGNRZDQLHZ\QLNXGR]PLHQQHM$
3 5 (STO) (A) 8
0QRĪHQLHZDUWRĞFL]PLHQQHMSU]H]OLF]EĊ
(Kontynuacja) (A) 10 80
:\ZRá\ZDQLHZDUWRĞFL]PLHQQHM$ .RQW\QXDFMD (A) 8
8VXQLĊFLHZDUWRĞFL]PLHQQHM$  (STO) (A) 0
background
PL – 13
3DPLĊüQLH]DOHĪQD0
:\QLNLREOLF]HĔPRĪQDGRGDZDüGRSDPLĊFLQLH]DOHĪQHMOXEXVXZDü]SDPLĊFL
QLH]DOHĪQHM-HĪHOLZSDPLĊFLSU]HFKRZ\ZDQDMHVWMDNDĞZDUWRĞüUyĪQDRG
]HUDQDZ\ĞZLHWODF]XSRMDZLVLĊÄ0´
8VXQLĊFLH]DZDUWRĞFL0  (STO) (M) 0
'RGDQLHZ\QLNyZîGR0 .RQW\QXDFMD 5 50
2GMĊFLHZ\QLNXRGZDUWRĞFL]DSLVDQHMZSDPLĊFL0
(Kontynuacja) 10 5 (M-) 15
:\ZRá\ZDQLHZDUWRĞFL0 .RQW\QXDFMD (M) 35
8ZDJDZmienna M VáXĪ\MDNRSDPLĊüQLH]DOHĪQD
.DVRZDQLH]DZDUWRĞFLZV]\VWNLFKSDPLĊFL
3DPLĊüZ\QLNyZ$QVSDPLĊüQLH]DOHĪQDLZDUWRĞü]PLHQQ\FKMHVW
SU]HFKRZ\ZDQDUyZQLHĪSRZFLĞQLĊFLXSU]\FLVNX ]PLDQLHWU\EXREOLF]HĔ
RUD]Z\áąF]HQLXNDONXODWRUD-HĪHOLFKFHV]VNDVRZDü]DZDUWRĞüZV]\VWNLFK
SDPLĊFLSRVWĊSXMWDNMDNRSLVDQRSRQLĪHM
(CLR) (Memory) (Yes)
5R]NáDGQDF]\QQLNLSLHUZV]H
:WU\ELH&203REOLF]HQLDRJyOQHPRĪQDUR]áRĪ\üGRGDWQLąOLF]EĊFDáNRZLWą
(maks. 10 cyfr) na czynniki pierwsze z maks. 3 cyframi.
5R]NáDGOLF]E\QDF]\QQLNLSLHUZV]H
1014
(FACT)
3RGF]DVUR]NáDGDQLDQDF]\QQLNLSLHUZV]HZDUWRĞFL]DZLHUDMąFHMF]\QQLN
EĊGąF\OLF]EąSLHUZV]ą]ZLĊFHMQLĪF\IUDPLF]ĊĞüNWyUHMQLHPRĪQD
UR]áRĪ\ü]RVWDQLHSU]HGVWDZLRQDQDZ\ĞZLHWODF]XZQDZLDVDFK
5R]NáDGQDF]\QQLNLSLHUZV]H±OLF]ED 
2
[
2
)
(FACT)
.DĪGD]SRQLĪV]\FKRSHUDFMLNRĔF]\Z\ĞZLHWODQLHZ\QLNyZUR]NáDGXQD
czynniki pierwsze.
 1DFLĞQLMSU]\FLVN (FACT) lub .
1DFLĞQLĊFLHNWyUHJRĞ]SRQLĪV]\FKSU]\FLVNyZ lub .
 8Ī\FLHPHQXXVWDZLHĔZFHOX]PLDQ\XVWDZLHQLDMHGQRVWNLNąWRZHM'HJ
5DG*UDOXEXVWDZLHQLDF\IUQDZ\ĞZLHWODF]X)L[6FL1RUP
8ZDJD5R]NáDGQDF]\QQLNLSLHUZV]HQLHEĊG]LHPRĪOLZ\MHĪHOLQD
Z\ĞZLHWODF]XSRND]\ZDQDMHVWZDUWRĞüG]LHVLĊWQDXáDPHNOXEXMHPQ\Z\QLN
REOLF]HĔ:SU]\SDGNXSUyE\SU]HSURZDG]HQLDWDNLHMRSHUDFMLQDHNUDQLH
SRMDZLVLĊEáąGPDWHPDW\F]Q\0DWK(55255R]NáDGQDF]\QQLNLSLHUZV]H
QLHEĊG]LHPRĪOLZ\MHĞOLQDZ\ĞZLHWODF]X]QDMGXMHVLĊZ\QLNREOLF]HQLD
Z\NRU]\VWXMąF\3ROOXE5HF
background
PL – 14
2EOLF]DQLHIXQNFML
)DNW\F]QH]DVWRVRZDQLDSRV]F]HJyOQ\FKIXQNFML]QDMGXMąVLĊZVHNFML
Ä3U]\NáDG\´XPLHV]F]RQHM]DSRQLĪV]\PZ\ND]HP
ʌʌMHVWZ\ĞZLHWODQHMDNRZREOLF]HQLDFKZHZQĊWU]Q\FK
VWRVRZDQDMHVWZDUWRĞüʌ = 3.14159265358980.
: MHVWZ\ĞZLHWODQHMDNRZREOLF]HQLDFKZHZQĊWU]Q\FK
VWRVRZDQDMHVWZDUWRĞü
= 2.71828182845904.
VLQFRVWDQVLQ

FRV

WDQ

: Funkcje trygonometryczne. Przed dokonaniem
REOLF]HĔQDOHĪ\RNUHĞOLüMHGQRVWNĊNąWRZą3DWU]
.
VLQKFRVKWDQKVLQK

FRVK

WDQK

)XQNFMHKLSHUEROLF]QH:VWDZIXQNFMĊ
]PHQXNWyUD]RVWDQLHZ\ĞZLHWORQDSRQDFLĞQLĊFLXSU]\FLVNX
. Ustawiania
MHGQRVWNLNąWRZHMQLHPDMąZSá\ZXQDREOLF]HQLD3DWU]
.
°
UJ
7HIXQNFMHRNUHĞODMąMHGQRVWNĊNąWRZąRNUHĞODVWRSQLH
r
radiany
a
g
JUDG\:VWDZ]PHQXIXQNFMĊNWyUDZ\ĞZLHWOLVLĊSRSU]HSURZDG]HQLX
SRQLĪV]\FKRSHUDFMLSU]\XĪ\FLXSU]\FLVNyZ
'5*Ź3DWU] .
 )XQNFMDZ\NáDGQLF]D1DOHĪ\SDPLĊWDüRW\PĪHPHWRGDZVWDZLDQLDGDQ\FKUyĪQL
VLĊZ]DOHĪQRĞFLRGWHJRF]\Z\EUDQRZ\ĞZLHWODQLHQDWXUDOQHF]\WHĪOLQLRZH3DWU]
.
ORJ)XQNFMDORJDU\WPLF]QD8Ī\MSU]\FLVNX DE\ZVWDZLüORJ
a
b jako log (ab).-HĪHOL
dla aQLH]RVWDQLHQLFZVWDZLRQHXVWDZLHQLHPGRP\ĞOQ\PEĊG]LHSRGVWDZD. Do
ZVWDZLDQLDPRĪQDWHĪZ\NRU]\VWDüSU]\FLVN
MHGQDNW\ONRZWU\ELHZ\ĞZLHWODQLD
QDWXUDOQHJR:WDNLPSU]\SDGNXQDOHĪ\ZVWDZLüZDUWRĞüSRGVWDZ\3DWU]
.
:HMĞFLH Logarytm naturalny o podstawie e. Patrz: .
2

3
    

3RWĊJLSLHUZLDVWNLNZDGUDWRZHLRGZURWQRĞFL1DOHĪ\
SDPLĊWDüRW\PĪHPHWRGDZVWDZLDQLDGDQ\FKZSU]\SDGNX
  i UyĪQLVLĊ
Z]DOHĪQRĞFLRGWHJRF]\Z\EUDQRZ\ĞZLHWODQLHQDWXUDOQHF]\WHĪOLQLRZH3DWU]
.
8ZDJD1DVWĊSXMąF\FKIXQNFMLQLHPRĪQDZVWDZLüZSRGDQHMNROHMQRĞFL
x
2
x
3
 
1
-HĪHOLZVWDZLV]QDSU]\NáDG NRĔFRZD zostanie
]LJQRURZDQD$E\ZSURZDG]Lü
wpisz 2 QDFLĞQLMSU]\FLVN 
DQDVWĊSQLHSU]\FLVN
( )
3RO5HF3RONRQZHUWXMHZVSyáU]ĊGQHNDUWH]MDĔVNLHQDZVSyáU]ĊGQHELHJXQRZHSRGF]DV
JG\5HFNRQZHUWXMHZVSyáU]ĊGQHELHJXQRZHQDZVSyáU]ĊGQHNDUWH]MDĔVNLH3DWU]
.
:VSyáU]ĊGQH
NDUWH]MDĔVNLH5HF
:VSyáU]ĊGQH
ELHJXQRZH3RO
3U]HGGRNRQDQLHPREOLF]HĔQDOHĪ\
RNUHĞOLüMHGQRVWNĊNąWRZą
3RV]F]HJyOQHZ\QLNLREOLF]HĔ
dla r i 6 i dla x i yVąSU]\SLVDQHZ
RGSRZLHGQLVSRVyEGR]PLHQQ\FK
;RUD]<:\QLNLREOLF]HĔ˥Vą
Z\ĞZLHWODQHZ]DNUHVLH
˥ู
x!: Funkcja silni. Patrz:
.
$EV)XQNFMDZDUWRĞFLDEVROXWQHM1DOHĪ\SDPLĊWDüRW\PĪHPHWRGDZVWDZLDQLDGDQ\FKUyĪQL
VLĊZ]DOHĪQRĞFLRGWHJRF]\Z\EUDQRZ\ĞZLHWODQLHQDWXUDOQHF]\WHĪOLQLRZH3DWU]
.
5DQ*HQHUXMHF\IURZąSVHXGRORVRZąOLF]EĊPQLHMV]ąQLĪ:\QLNMHVW
SU]HGVWDZLDQ\ZWU\ELHZ\ĞZLHWODQLDQDWXUDOQHJRMDNRXáDPHN3DWU]
.
5DQOQW$E\ZVWDZLüIXQNFMĊZIRUPDFLH5DQOQWab),NWyUDJHQHUXMHORVRZą
OLF]EĊFDáNRZLWąZ]DNUHVLHa do b. Patrz:
.
background
PL – 15
n3r, nCr: Funkcja permutacji(nPr) i kombinacji (nCr). Patrz: .
5QG$UJXPHQWWHMIXQNFMLMHVWSU]HWZDU]DQ\QDZDUWRĞüG]LHVLĊWQąDQDVWĊSQLH
]DRNUąJODQ\]JRGQLH]DNWXDOQ\PXVWDZLHQLHPOLF]E\F\IUQDZ\ĞZLHWODF]X
1RUP)L[OXE6FL:SU]\SDGNXXVWDZLHQLDOXE1RUPDUJXPHQWMHVW
]DRNUąJODQ\GRF\IU:SU]\SDGNXXVWDZLHQLD)L[L6FLDUJXPHQWMHVW
]DRNUąJODQ\GRRNUHĞORQHMF\IU\:SU]\SDGNXXVWDZLHQLDOLF]E\F\IUQD
Z\ĞZLHWODF]XQDSU]\NáDG)L[Z\QLNREOLF]HĔ·MHVWZ\ĞZLHWODQ\MDNR
QDWRPLDVWNDONXODWRUXWU]\PXMHGODREOLF]HĔZHZQĊWU]QLHZDUWRĞü
3.33333333333333 (15 cyfr). W przypadku Rnd(10 ÷ 3) = 3.333 (ustawienie
)L[Z\ĞZLHWODQąZDUWRĞFLąRUD]ZDUWRĞFLąZHZQĊWU]QąNDONXODWRUDEĊG]LH
OLF]ED=WHJRSRZRGXVHULDREOLF]HĔGDMHUyĪQHZ\QLNLZ]DOHĪQRĞFLRG
WHJRF]\IXQNFMD5QGMHVWXĪ\ZDQD5QG·î F]\WHĪQLH·
î 3DWU]
.
8ZDJD8Ī\FLHIXQNFMLPRĪHVSRZROQLüREOLF]HQLDFRPRĪHRSyĨQLü
Z\ĞZLHWODQLHZ\QLNX1LHZ\NRQXMĪDGQHMNROHMQHMRSHUDFMLSRGF]DV
RF]HNLZDQLDQDZ\ĞZLHWOHQLHZ\QLNXREOLF]HĔ$E\SU]HUZDüWUZDMąFH
REOLF]HQLDSU]HGZ\ĞZLHWOHQLHPLFKZ\QLNyZQDFLĞQLMSU]\FLVN
.
3U]\NáDG\
VLQ  30 0.5
sin
-1
  (sin
-1
) 0.5 30
VLQK  (sinh) 1 1.175201194
cosh
-1
1 = 0 (cosh
-1
) 1 0
ʌUDGLDQyZ JUDGyZ 
(ʌ) 2 '5*Ź (
r
) 90
50
'5*Ź (
g
) 45
Obliczenie ×QDWU]\F\IU\]QDF]ąFH6FL
(SETUP) (Sci)
( ) 5 2 2.97×10
2
( ) 5 2 2.97×10
2
log
10
1000 = log 1000 = 3 1000 3
log
2
16 = 4 2  4
2 16 4
Obliczenie In 90 (= QDWU]\F\IU\]QDF]ąFH6FL
(SETUP) (sci) 90 4.50×10
0
î
3
= 1200 1.2 10 3 1200
(1+1)
2+2
= 16 1 1 2 2 16
(5
2
)
3
= 15625 5 15625
= 2 ( ) 5 32 2
5 ( ) 32 2
background
PL – 16
Obliczenie × 3 (= 3  ]GRNáDGQRĞFLąGR
WU]HFKPLHMVFG]LHVLĊWQ\FK)L[
(SETUP) ),; 2 3 3
4.243
2 3 4.243
3U]HNV]WDáFHQLHZVSyáU]ĊGQ\FKNDUWH]MDĔVNLFK  QDZVSyáU]ĊGQH
biegunowe
(POL) 2  2 U ˥ 
(POL) 2  2 U 
˥ 
.RQZHUVMDZVSyáU]ĊGQ\FKELHJXQRZ\FK  na
ZVSyáU]ĊGQHNDUWH]MDĔVNLH
(Rec) 2  ; < 
(5 + 3) ! = 40320 5 3 ; 40320
|2 - 7| × 2 = 10
2 7 2 10
2 7 2 10
3REUDQLHWU]HFKORVRZ\FKWU]\F\IURZ\FKOLF]EFDáNRZLW\FK
1000
(Ran#) 459
48
117
:\ĞZLHWODQHWXWDMZ\QLNLVáXĪąZ\áąF]QLHZFHODFKLOXVWUDF\MQ\FK)DNW\F]QH
Z\QLNLEĊGąVLĊUyĪQLü
*HQHURZDQLHORVRZ\FKOLF]EFDáNRZLW\FKZ]DNUHVLHGR
(RanInt) 1  2
6
1
:\ĞZLHWODQHWXWDMZ\QLNLVáXĪąZ\áąF]QLHZFHODFKLOXVWUDF\MQ\FK)DNW\F]QH
Z\QLNLEĊGąVLĊUyĪQLü
2NUHĞOHQLHOLF]E\PRĪOLZ\FKSHUPXWDFMLRUD]NRPELQDFMLSU]\Z\ERU]H
RVyE]JUXS\RVyE
Permutacja: 10
(nPr) 4 5040
Kombinacja: 10
(nCr) 4 210
:\NRQDQLHSRQLĪV]\FKREOLF]HĔJG\Z\EUDQRXVWDZLHQLH)L[GODOLF]E\
F\IUQDZ\ĞZLHWODF]X·îL5QG·î
(SETUP) )L[ 10 3 3 10.000
(Rnd) 10 3 3 9.999
background
PL – 17
2EOLF]HQLDVWDW\VW\F]QH67$7
$E\XUXFKRPLüREOLF]HQLDVWDW\VW\F]QHQDFLĞQLMRGSRZLHGQLHSU]\FLVNL
67$7ZFHOXDNW\ZDFMLWU\EX67$7REOLF]HQLDVWDW\VW\F]QHDQDVWĊSQLH
Z\ELHU]QDHNUDQLHRGSRZLHGQLW\SREOLF]HĔ
:\EyUW\SXREOLF]HĔVWDW\VW\F]Q\FK
5yZQDQLHUHJUHVMLZ\ĞZLHWORQHZQDZLDVDFK
1DFLĞQLMWHQ
SU]\FLVN
3URVWD]PLHQQD;
(1 -VAR)
3DUD]PLHQQ\FK;<UHJUHVMDOLQLRZDy = A + B
)
$%;
3DUD]PLHQQ\FK;<UHJUHVMDNZDGUDWRZD
(y = A + B
+ C
2
)
B&;
2
)
3DUD]PLHQQ\FK;<UHJUHVMDORJDU\WPLF]QD
(y = A + Bln
)
OQ;
3DUD]PLHQQ\FK;<
UHJUHVMDZ\NáDGQLF]D
(y = )
( )
3DUD]PLHQQ\FK;<UHJUHVMDZ\NáDGQLF]DW\SXab
(y = AB
x
)
$%A;
3DUD]PLHQQ\FK;<UHJUHVMDSRWĊJRZDy = A
B
)
$;A%
3DUD]PLHQQ\FK;<UHJUHVMDRGZURWQD
(y $%
)
;
3RQDFLĞQLĊFLXNWyUHJRNROZLHN]SRZ\ĪV]\FKSU]\FLVNyZN
do Z\ĞZLHWOL
VLĊHG\WRU6WDW(GLWRU
8ZDJD*G\FKFHV]]PLHQLüW\SREOLF]HĔZFHOXDNW\ZDFMLWU\EX67$7
REOLF]HQLDVWDW\VW\F]QHZ\NRQDMRSHUDFMĊ]DSRPRFąSU]\FLVNyZ
(STAT) 7\SHZFHOXZ\ĞZLHWOHQLDHNUDQXZ\ERUXW\SXREOLF]HĔ
:SURZDG]DQLHGDQ\FK
=DSRPRFąHG\WRUD6WDW(GLWRUZSURZDGĨGDQH1DFLĞQLMRGSRZLHGQLH
SU]\FLVNLDE\RWZRU]\üHG\WRU6WDW(GLWRU (STAT) (Data).
:HG\WRU]H6WDWPRĪQDZSURZDG]LüZLHUV]\GDQ\FKSU]\MHGQHMNROXPQLH;ZLHUV]\
JG\GRVWĊSQHVąNROXPQ\;L)5(4OXE;L<RUD]ZLHUV]\MHĞOLGRVWĊSQHVą;<L)5(4
8ZDJD.ROXPQĊ)5(4F]ĊVWRWOLZRĞüXĪ\ZDMGRZSURZDG]DQLDOLF]E\
SRZWyU]HĔLGHQW\F]Q\FKZDUWRĞFLGDQ\FK:\ĞZLHWODQLHNROXPQ\)5(4PRĪQD
ZáąF]\üZ\ĞZLHWODQHOXEZ\áąF]\üEH]Z\ĞZLHWODQLD]DSRPRFąXVWDZLHĔ
6WDW)RUPDW)RUPDWVWDW\VW\NLZPHQXXVWDZLHĔ
:\EyUUHJUHVMLOLQLRZHMLZSURZDG]DQLHSRQLĪV]\FKGDQ\FK

(STAT) $%;
170 173 179
66 68 75
background
PL – 18
:DĪQH:V]\VWNLHGDQHDNWXDOQLHZSURZDG]RQHZHG\WRU]HVWDW\VW\NVą
XVXZDQH]DZV]HJG\Z\FKRG]LV]]WU\EX67$7REOLF]HQLDVWDW\VW\F]QH
SU]HáąF]DV]VLĊPLĊG]\W\SDPLREOLF]HĔVWDW\VW\F]Q\FKGODSRMHG\QF]HM
zmiennej i pary zmiennych lub zmieniasz ustawienia Stat Format (Format
VWDW\VW\NZPHQXXVWDZLHĔ3RQLĪV]HRSHUDFMHQLHVąREVáXJLZDQHSU]H]
edytor Stat Editor:  0 6723ROH5HFLSROHFHQLD
ZLHORNURWQHQLHPRJąE\üUyZQLHĪZSURZDG]DQH]DSRPRFąHG\WRUD6WDW
Editor.
=PLDQDGDQ\FKZNRPyUFH:HG\WRU]H6WDW(GLWRUSU]HVXĔNXUVRUQD
NRPyUNĊ]DZLHUDMąFąGDQHNWyUHFKFHV]]PLHQLüZSURZDGĨQRZHGDQH
DQDVWĊSQLHQDFLĞQLMSU]\FLVN
.
.DVRZDQLHZLHUV]D:HG\WRU]H6WDW(GLWRUSU]HVXĔNXUVRUQDZLHUV]NWyU\
FKFHV]XVXQąüDQDVWĊSQLHQDFLĞQLMSU]\FLVN .
:VWDZLDQLHZLHUV]D:HG\WRU]H6WDW(GLWRUSU]HVXĔNXUVRUQDPLHMVFHZ
NWyU\PFKFHV]XPLHĞFLüZLHUV]DQDVWĊSQLHZ\NRQDMSRQLĪV]ąRSHUDFMĊSU]\
XĪ\FLXRGSRZLHGQLFKSU]\FLVNyZ (STAT) (Edit) (Ins).
.DVRZDQLHFDáHM]DZDUWRĞFLHG\WRUD6WDW(GLWRUW edytorze Stat Editor
Z\NRQDMSRQLĪV]HRSHUDFMH]DSRPRFąRGSRZLHGQLFKSU]\FLVNyZ
(STAT) (Edit) (Del-A).
3RELHUDQLHGDQ\FKVWDW\VW\F]Q\FKQDSRGVWDZLH
ZSURZDG]RQ\FKGDQ\FK
$E\X]\VNDüZDUWRĞFLVWDW\VW\F]QHSRGF]DVSUDF\ZHG\WRU]H6WDW(GLWRU
QDFLĞQLMSU]\FLVN DQDVWĊSQLHZ\ZRáDMRGSRZLHGQLą]PLHQQąVWDW\VW\F]Qą
(ı[Ȉ[
2
LWS2EVáXJLZDQH]PLHQQHVWDW\VW\F]QHRUD]SU]\FLVNLNWyUHQDOHĪ\
QDFLVQąüDE\MHZ\ZRáDüSRGDQRSRQLĪHM'ODSRWU]HEREOLF]HĔVWDW\VW\F]Q\FK
]SRMHG\QF]ą]PLHQQąGRVWĊSQHVą]PLHQQHR]QDF]RQHJZLD]GNą
6XPDː
2
ː ː
2
ː ː ː
3
ː
2
ː
4
(STAT) (Sum) do
/LF]EDSR]\FMLn*ĝUHGQLD ٦2GFK\OHQLHVWDQGDUGRZHSRSXODFML˰ *
˰y, 2GFK\OHQLHVWDQGDUGRZHSUyE\S 6
(STAT) (Var) do
:DUWRĞüPLQLPDOQDPLQ;PLQ<:DUWRĞüPDNV\PDOQDPD[;PD[<
(STAT) 0LQ0D[ do
*G\Z\EUDQRREOLF]HQLHVWDW\VW\F]QH]SRMHG\QF]ą]PLHQQą
(STAT) 0LQ0D[ do (Gdy wybrano obliczenia statystyczne
]SDUą]PLHQQ\FK
:VSyáF]\QQLNLUHJUHVML$%:VSyáF]\QQLNNRUHODFMLr, :DUWFL
V]DFXQNRZH
(STAT) (Reg) do
:VSyáF]\QQLNLUHJUHVMLGODUHJUHVMLNZDGUDWRZHM$%&:DUWRĞFL
V]DFXQNRZH 
(STAT) (Reg) do
 3DWU]WDEHODQDSRF]ąWNXWHMF]ĊĞFLLQVWUXNFMLZNWyUHMPRĪQD]QDOHĨü
wzory regresji.
  L QLHVą]PLHQQ\PL6ąWRLQVWUXNFMHW\SXNWyU\SU]\MPXMH
DUJXPHQWEH]SRĞUHGQLRSU]HGQLPL'RGDWNRZHLQIRUPDFMHPRĪQD]QDOHĨü
ZUR]G]LDOHÄ2EOLF]DQLHZDUWRĞFLV]DFXQNRZ\FK´
$E\ZSURZDG]LüGDQHSRMHG\QF]HM]PLHQQHMx ^
`]DSRPRFąNROXPQ\)5(4RNUHĞOOLF]EĊSRZWyU]HĔSRV]F]HJyOQ\FK
SR]\FML^ n; frekvn` ^`LREOLF]ĞUHGQLąRUD]
odchylenie standardowe populacji.
(SETUP) (STAT) (ON)
background
PL – 19
(STAT) (1-VAR)
1 2 3 4 5
1 2 3 2
(STAT) (Var) ( )
(STAT) (Var) (xın)
:\QLNLĝUHGQLFD2GFK\OHQLHVWDQGDUGRZHSRSXODFML
2EOLF]HQLHZVSyáF]\QQLNyZNRUHODFMLGODUHJUHVMLOLQLRZHMLORJDU\WPLF]QHM
dla podanych danych zmiennej parowanej oraz wyznaczenie wzoru
regresji dla najsilniejszej korelacji: (xy) =
8VWDZGODZ\QLNyZ)L[WU]\PLHMVFDSRSU]HFLQNX
(SETUP) (STAT) (OFF)
(SETUP) )L[
(STAT) $%;
20 110 200 290
3150 7310 8800 9310
(STAT) (Reg) (r)
(STAT) (Type) OQ;
(STAT) (Reg) (r)
(STAT) (Reg) (A)
(STAT) (Reg) (B)
:\QLNL :VSyáF]\QQLNNRUHODFMLUHJUHVMLOLQLRZHM
:VSyáF]\QQLNNRUHODFMLUHJUHVMLORJDU\WPLF]QHM
:]yUUHJUHVMLORJDU\WPLF]QHM = -3857.984 + 2357.532ln
2EOLF]DQLHZDUWRĞFLV]DFXQNRZ\FK
1DSRGVWDZLHZ]RUXUHJUHVMLX]\VNDQHJR]REOLF]HĔVWDW\VW\F]Q\FKGOD
SDU\]PLHQQ\FKPRĪQDREOLF]\üV]DFRZDQąZDUWRĞüyGODGDQHMZDUWRĞFL
x2GSRZLHGQLąZDUWRĞüxGZLHZDUWRĞFL
1
i
2
, w przypadku regresji
NZDGUDWRZHMPRĪQDUyZQLHĪZ\OLF]\üGODZDUWRĞFL we wzorze regresji.
2NUHĞOHQLHV]DFRZDQHMZDUWRĞFLGODyJG\x = 160 we wzorze regresji
stworzonym na podstawie regresji logarytmicznej danych w 2NUHĞO
GODZ\QLNX)L[3U]HSURZDGĨSRQLĪV]ąRSHUDFMĊZFHOX]DNRĔF]HQLD
operacji w .)
160 (STAT) (Reg) ( )
:\QLN 8106.898
:DĪQH:SU]\SDGNXGXĪHMOLF]E\GDQ\FKREOLF]HQLDZVSyáF]\QQLNDUHJUHVML
ZVSyáF]\QQLNDNRUHODFMLLZDUWRĞFLV]DFRZDQHMPRJąWUZDüGRĞüGáXJR
background
PL – 20
6WZRU]HQLHWDEHOLZDUWRĞFLIXQNFML
7$%/(
7U\E7$%/(WDEHODOLF]EJHQHUXMHWDEHOĊOLF]EGODx i ]DSRPRFą
wprowadzonej funkcji f(x) .
:FHOXZ\JHQHURZDQLDWDEHOLOLF]EQDOHĪ\Z\NRQDüSRQLĪV]HNURNL
1. Aktywuj tryb TABEL (tabela liczb).
QDFLĞQLMSU]\FLVN
 :SURZDGĨIXQNFMĊZIRUPDFLH NWyU\Z\NRU]\VWXMH]PLHQQą;
3RGF]DVZSURZDG]DQLDWDEHOLOLF]EXSHZQLMVLĊĪHZSURZDG]DQD]RVWDáD
]PLHQQD; ;.DĪGDLQQD]PLHQQDQLĪ;MHVWWUDNWRZDQDMDNRVWDáD
:WHMIXQNFMLQLHPRĪQDZSURZDG]Lü3ROL5HF
 :RGSRZLHG]LQDZ\ĞZLHWORQHNRPXQLNDW\ZSURZDGĨZDUWRĞFLNWyU\FK
FKFHV]XĪ\üSRNDĪGHMZDUWRĞFLQDFLĞQLMSU]\FLVN
.
'ODQDVWĊSXMą
FHJRNRPXQL
NDWX
:SURZDGĨ
6WDUW"3RF]ą-
tek?)
:SURZDGĨGROQ\OLPLW;GRP\ĞOQLH 
End? (Koniec?) :SURZDGĨJyUQ\OLPLW;GRP\ĞOQLH 
8ZDJD=DGEDMRWRDE\ZDUWRĞü(QG.RQLHFE\áD
]DZV]HZLĊNV]DQLĪZDUWRĞü6WDUW3RF]ąWHN
Step? (Krok?) :SURZDGĨNURNSU]\URVWXGRP\ĞOQLH 
8ZDJD3DUDPHWU6WHS.URNRNUHĞODRLOHNURNyZSR-
ZLQQDVLĊVWRSQLRZR]ZLĊNV]DüZDUWRĞü6WDUW3RF]ąWHN
SRGF]DVJHQHURZDQLDWDEHOLOLF]E-HĪHOLRNUHĞOLV]6WDUW
L6WHS ;]RVWDQąSU]\SLVDQHNROHMQRZDUWRĞFL
LWGZFHOXZ\JHQHURZDQLDWDEHOLOLF]EDĪGR
RVLąJQLĊFLDZDUWRĞFL(QG.RQLHF
 3RZSURZDG]HQLXZDUWRĞFL6WHS.URNLQDFLĞQLĊFLXSU]\FLVNX
Z\JHQHUXMHVLĊLZ\ĞZLHWOLWDEHODOLF]E]JRGQLH]RNUHĞORQ\PLSDUDPHWUDPL
 -HĪHOLZF]DVLHJG\Z\ĞZLHWORQ\MHVWHNUDQ]WDEHOąOLF]EQDFLĞQLHV]
przycisk SRZUyFLV]GRHNUDQXZSURZDG]DQLDIXQNFMLZNURNX
Generowanie tabeli liczb dla funkcji =
2
+ dla zakresu
-1 ZNURNDFK
(TABLE)
; 1 2
1 1 0.5
8ZDJD(NUDQ]WDEHOąOLF]EPRĪHV]Z\NRU]\VWDüZ\áąF]QLHGRSU]HJOąGDQLD
ZDUWRĞFL=DZDUWRĞFLWDEHOLQLHPRĪQDHG\WRZDü2SHUDFMDJHQHURZDQLDWDEHOL
OLF]EVSRZRGXMH]PLDQĊZDUWRĞFL]PLHQQHM;
:DĪQHWstawiona funkcja generowania tabeli liczb jest usuwana po
Z\ĞZLHWOHQLXPHQXXVWDZLHĔZWU\ELH7$%/(WDEHODOLF]ELSU]HáąF]HQLX
PLĊG]\ZLGRNLHPQDWXUDOQ\PDZLGRNLHPOLQLRZ\P
background
PL – 21
=DNUHV\REOLF]HĔOLF]EDF\IU
LGRNáDGQRĞü
=DNUHVREOLF]HĔOLF]EDF\IUXĪ\ZDQDGRREOLF]HĔZHZQĊWU]Q\FKRUD]
GRNáDGQRĞüREOLF]HĔ]DOHĪąRGW\SXSU]HSURZDG]RQ\FKREOLF]HĔ
=DNUHVLGRNáDGQRĞüREOLF]HĔ
=DNUHVREOLF]HĔ ±1 × 10
-99
WRî
99
lub 0
Liczba cyfr do obli-
F]HĔZHZQĊWU]Q\FK
15 cyfr
'RNáDGQRĞü 2JyOQLHQDF\IU]HGODSURVWHJRREOLF]HQLD
'RNáDGQRĞüGODZ\ĞZLHWODQLDZ\NáDGQLF]HJRZ\QRVL
QDQDMPQLHM]QDF]ąFHMF\IU]H%áĊG\ZNROHMQ\FK
REOLF]HQLDFKNXPXOXMąVLĊ
=DNUHV\ZHMĞFLRZHLGRNáDGQRĞüSU]\REOLF]DQLXIXQNFML
)XQNFMD =DNUHVZHMĞFLRZ\
sin
DEG 0 | _î
9
RAD 0 | _
GRA 0 |
_î
10
cos
DEG 0 [ _î
9
RAD 0 | _
GRA 0 |
_î
10
tan
DEG
Tak samo jak sin ]Z\MąWNLHPV\WXDFMLJG\_ | = (2 -1) × 90.
RAD
Tak samo jak sin ]Z\MąWNLHPV\WXDFMLJG\_ | = (2 -1) × ʌ/2.
GRA
Tak samo jak sin ]Z\MąWNLHPV\WXDFMLJG\_ | = (2 -1) × 100.
sin
-1
0 | | 1
cos
-1
tan
-1
0 | | î
99
sinh
0 | | 
cosh
sinh
-1
0 | | î
99
cosh
-1
1 î
99
tanh
0 [ | î
99
tanh
-1
0 [ | î
-1
ORJ[OQ
 î
99
10
[
î
99

î
99

0 ู î
100
2
| _î
50
-1
| _î 10
100
; 0
| _î
100
background
PL – 22
!0 69 ( WROLF]EDFDáNRZLWD
nPr
0 nî
10
 r n (n, r WROLF]E\FDáNRZLWH
1 ^nn-r`î
100
nCr
0 nî
10
 r n (n, rWROLF]E\FDáNRZLWH
1 nrî
100
lub 1 nn-r)î
100
Pol(  )
|
__ | î
99
î
99
Rec(rș)
0 ูrูî
99
˥: Tak samo jak sin
ƍƎ
|a|, b, c < 1 × 10
100
; 0 b, c
'UXJDZDUWRĞüQDZ\ĞZLHWODF]XPDEáąGQDGUXJLP
miejscu po przecinku.
ĸ
ƍƎ
|
_î
100
.RQZHUVMDOLF]E\G]LHVLĊWQHMQD V]HĞüG]LHVLąWNRZą
ƍƎ | | ƍƎ
y
> 0: -1 × 10
100
 log 
= 0: > 0
 = , (  WROLF]E\FDáNRZLWH
Ale: -1 × 10
100
\ORJ_ _
y > 0: î
100
 ORJL
y = 0: > 0
y
= 2  ( 0; m, nMWROLF]E\FDáNRZLWH
Ale: -1 × 10
100
 log | _
a
b
/
c
&DáNRZLWDOLF]EDF\IUOLF]E\FDáNRZLWHMOLF]QLNDLPLDQRZQLND
PRĪHZ\QRVLüPDNVF\IUáąF]QLH]H]QDNDPLG]LHOHQLD
Ranlnt#(ab) a < b_a__b_î
10
; b - aî
10
 'RNáDGQRĞüMHVW]DVDGQLF]RWDNDVDPDMDNRSLVDQDZUR]G]LDOHÄ=DNUHV
LGRNáDGQRĞüREOLF]HĔ´SRZ\ĪHM
• Funkcja typu
y
,   !, nPr, nCrZ\PDJDMąSyĨQLHMV]\FKREOLF]HĔ
ZHZQĊWU]Q\FKFRPRĪHSRZRGRZDüNXPXODFMĊEáĊGyZZ\VWĊSXMąF\FKZ
SRV]F]HJyOQ\FKREOLF]HQLDFK
 %áĊG\NXPXOXMąVLĊLZ\ND]XMąWHQGHQFMĊGR]ZLĊNV]DQLDVLĊZSREOLĪX
SXQNWXRVREOLZHJRLSXQNWXSU]HJLĊFLDIXQNFML
 =DNUHVGODZ\QLNyZREOLF]HQLDNWyU\PRĪQDSU]HGVWDZLüZSRVWDFLʌ
ZWU\ELHZ\ĞZLHWODQLDQDWXUDOQHJRWR, O
6
1DOHĪ\MHGQDNSDPLĊWDü
RW\PĪHZ\ĞZLHWODQLHQLHNWyU\FKZ\QLNyZREOLF]HĔZSRVWDFLʌPRĪH
E\üQLHPRĪOLZH]SRZRGXZHZQĊWU]QHJREáĊGXREOLF]HĔ=WHJRVDPHJR
SRZRGXPRĪHVLĊUyZQLHĪ]GDU]\üĪHZ\QLNLREOLF]HĔNWyUHSRZLQQ\E\ü
SU]HGVWDZLDQHZIRUPLHG]LHVLĊWQHM]RVWDQąSU]HGVWDZLRQHZSRVWDFLn.
%áĊG\
=DZV]HJG\SRGF]DVREOLF]HĔZ\VWąSLEáąGQLH]DOHĪQLHRGMHJRĨUyGáD
NDONXODWRUZ\ĞZLHWOLNRPXQLNDWREáĊG]LH:\ĞZLHWODQLHNRPXQLNDWXEáĊGX
PRĪQD]DNRĔF]\üQDGZDVSRVRE\3U]H]QDFLĞQLĊFLHSU]\FLVNX lub w
FHOXZ\ĞZLHWOHQLDPLHMVFDEáĊGXOXESU]H]QDFLĞQLĊFLHSU]\FLVNX w celu
skasowania komunikatu i obliczenia.
background
PL – 23
:\ĞZLHWODQLHPLHMVFDEáĊGX
:F]DVLHJG\Z\ĞZLHWODQ\MHVWNRPXQLNDWEáĊGXQDFLĞQLMSU]\FLVN lub
ZFHOXSRZURWXGRHNUDQXREOLF]HĔ.XUVRUEĊG]LHVLĊ]QDMGRZDáZPLHMVFX
ZNWyU\PZ\VWąSLáEáąGNDONXODWRUEĊG]LHSU]\JRWRZDQ\GRZSURZDG]DQLD
GDQ\FK'RNRQDMQLH]EĊGQ\FKNRUHNWREOLF]HĔLSRQRZQLHZ\NRQDMREOLF]HQLH
-HĪHOLRP\áNRZRZSURZDG]LV]·î ]DPLDVW·î 
14 0 2
(lub )
1
.DVRZDQLHNRPXQLNDWXEáĊGX
:F]DVLHJG\Z\ĞZLHWODQ\MHVWNRPXQLNDWEáĊGXQDFLĞQLMSU]\FLVN DE\
SRZUyFLüGRHNUDQXREOLF]HĔ1DOHĪ\SDPLĊWDüRW\PĪHSRZ\ĪV]DSURFHGXUD
NDVXMHUyZQLHĪREOLF]HQLD]DZLHUDMąFHGDQ\EáąG
.RPXQLNDW\EáĊGyZ
0DWK(5525%áąGPDWHPDW\F]Q\
3U]\F]\QD:\QLNF]ąVWNRZ\OXEZ\QLNNRĔFRZ\Z\NRQDQHJRREOLF]HQLD
Z\NUDF]DSR]DGRSXV]F]DOQ\]DNUHVREOLF]HĔ7ZRMHGDQHZHMĞFLRZH
Z\NUDF]DMąSR]DGRSXV]F]DOQ\]DNUHVV]F]HJyOQLHZSU]\SDGNXNRU]\VWDQLD
]IXQNFML3U]HSURZDG]RQHREOLF]HQLH]DZLHUDQLHSUDZLGáRZHG]LDáDQLH
matematyczne (np. dzielenie przez zero).
$NFMD6SUDZGĨZSURZDG]RQHZDUWRĞFL]PQLHMV]OLF]EĊF\IULVSUyEXM
SRQRZQLH:SU]\SDGNXXĪ\FLDQLH]DOHĪQHMSDPLĊFLOXE]PLHQQHMMDNR
DUJXPHQWXIXQNFMLQDOHĪ\VSUDZG]LüF]\ZDUWRĞü]DZLHUDVLĊZGRSXV]F]DOQ\P
zakresie funkcji.
6WDFN(5525%áąGVWRVX
3U]\F]\QD:\NRQDQHREOLF]HQLHVSRZRGRZDáRSU]HNURF]HQLHVWRVXZDUWRĞFL
OXEVWRVXZ\ZRáDĔ
$NFMD=UHGXNXMZ\UDĪHQLHREOLF]HQLRZHWDNDE\QLHSU]HNUDF]DáR
SRMHPQRĞFLVWRVX6SUyEXMSRG]LHOLüREOLF]HQLHQDGZLHOXEZLĊFHMF]ĊĞFL
6\QWD[(5525%áąGVNáDGQL
3U]\F]\QD:\VWąSLáSUREOHP]IRUPDWHPZ\NRQ\ZDQHJRREOLF]HQLD
$NFMDDokonaj odpowiedniej korekty.
,QVXႈFLHQW0(0(UURU%áąGEUDNXSDPLĊFL
3U]\F]\QD.RQ¿JXUDFMDSDUDPHWUyZWU\EX7$%/(WDEHODOLF]EVSRZRGRZDáD
ĪHGODWDEHOLZ\JHQHURZDQRSRQDGZDUWRĞFL;
$NFMD8VWDZZĊĪV]\]DNUHVGODREOLF]HĔWDEHOLSRSU]H]]PLDQĊZDUWRĞFL6WDUW
3RF]ąWHN(QG.RQLHFRUD]6WHS.URNLVSUyEXMSRQRZQLH
background
PL – 24
$UJXPHQW(5525%áąGDUJXPHQWX
3U]\F]\QD)XQNFMDORVRZHMOLF]E\5DQ,QWRWU]\PDáDDUJXPHQWNWyU\QLH
MHVWOLF]EąFDáNRZLWą
$NFMD-DNRDUJXPHQWZSURZDG]DMW\ONROLF]E\FDáNRZLWH
=DQLP]OHFLV]QDSUDZĊNDONXODWRUD«
-HĪHOLZWUDNFLHREOLF]HĔZ\VWąSLEáąGOXEMHĞOLZ\QLNLREOLF]HĔQLHVSHáQLDMą
7ZRLFKRF]HNLZDĔZ\NRQDMSRQLĪV]HNURNL-HĪHOLMHGHQNURNQLHUR]ZLąĪH
7ZRMHJRSUREOHPXSU]HMGĨGRNROHMQHJRNURNX
3DPLĊWDMRW\PĪHSU]HGZ\NRQDQLHPW\FKNURNyZQDOHĪ\Z\NRQDüRGG]LHOQH
NRSLHZDĪQ\FKGDQ\FK
 6SUDZGĨREOLF]DQHZ\UDĪHQLHDE\XSHZQLüVLĊF]\QLH]DZLHUDEáĊGyZ
 8SHZQLMVLĊF]\XĪ\ZDV]SUDZLGáRZHJRWU\EXGODW\SXREOLF]HQLDNWyUH
SUyEXMHV]Z\NRQDü
 -HĪHOLSRZ\ĪV]HNURNLQLHUR]ZLąĪą7ZRMHJRSUREOHPXQDFLĞQLMSU]\FLVN
.DONXODWRUXUXFKRPLSURFHGXUĊVSUDZG]DMąFąSRSUDZQRĞüG]LDáDQLD
IXQNFMLREOLF]HQLRZ\FK-HĪHOLNDONXODWRUZ\NU\MHMDNLĞQLHW\SRZ\VWDQ
DXWRPDW\F]QLHDNW\ZXMHWU\EREOLF]HQLDLXVXQLH]DZDUWRĞüSDPLĊFL
6]F]HJyáRZHLQIRUPDFMHQDWHPDWUHVHWRZDQLDXVWDZLHĔPRĪQD]QDOHĨüZ
F]ĊĞFLÄ.RQ¿JXUDFMDXVWDZLHĔNDONXODWRUD´
 3U]HSURZDGĨLQLFMDOL]DFMĊZV]\VWNLFKWU\EyZRUD]XVWDZLHĔZ\NRQXMąF
SRQLĪV]HG]LDáDQLD (CLR) (Setup) (Yes).
:\PLDQDEDWHULL
1DUR]áDGRZDQąEDWHULĊZVND]XMHQLHF]\WHOQ\Z\ĞZLHWODF]NWyUHVWDQ
QLHSRSUDZLDVLĊQDZHWSRXVWDZLHQLXNRQWUDVWX5R]áDGRZDQLHPRĪH
V\JQDOL]RZDüUyZQLHĪWRĪHF\IU\QLHZ\ĞZLHWODMąVLĊQDZ\ĞZLHWODF]XRGUD]X
SRZáąF]HQLXNDONXODWRUD5R]áDGRZDQąEDWHULĊZ\PLHĔQDQRZą
:DĪQH:\MĊFLHEDWHULLVSRZRGXMHĪHFDáD]DZDUWRĞüSDPLĊFLNDONXODWRUD
zostanie skasowana.
 $E\Z\áąF]\üNDONXODWRUQDFLĞQLMSU]\FLVN
(OFF).
$E\]DSRELHFSU]\SDGNRZHPXZáąF]HQLXNDONXODWRUDSRGF]DVZ\PLDQ\
EDWHULLSU]HVXĔSRNU\ZĊQDSU]HGQLąF]ĊĞüXU]ąG]HQLD
 :VSRVyESU]HGVWDZLRQ\QDLOXVWUDFMLXVXĔSRNU\ZĊLZ\PLHĔEDWHULĊ
XZDĪDMąFSU]\W\PDE\ELHJXQ\SOXVLPLQXVE\á\QDOHĪ\FLH
dopasowane.
 2VáRQĊZáyĪ]SRZURWHPQDVZRMH
miejsce.
 3U]HSURZDGĨUHVHWNDONXODWRUD
(CRL) (All) (Yes)
1LHSRPLMDMSRZ\ĪV]HJRNURNX
background
PL – 25
'DQHWHFKQLF]QH
:\PRJLGRW\F]ąFH]DVLODQLDCR2032 ×1
=XĪ\FLHHQHUJLL:
7HPSHUDWXUDSUDF\&GR&
:\PLDU\Z\VîV]HUîJáPP
&]ĊVWR]DGDZDQHS\WDQLD
ý &R]URELüDE\PLHüSHZQRĞüĪHZ\QLNLVąZVWDZLDQHLZ\ĞZLHWODQHZ
WDNLVDPVSRVyEMDNZSU]\SDGNXPRGHOXNWyU\QLHPDQDWXUDOQHJR
WU\EXZ\ĞZLHWODQLD"
:\NRQDMSRQLĪV]ąRSHUDFMĊ]DSRPRFąSU]\FLVNyZ
(SETUP)
/LQHO2'RGDWNRZHLQIRUPDFMH]QDMG]LHV]ZUR]G]LDOHÄ.RQ¿JXUDFMD
XVWDZLHĔNDONXODWRUD´QDVWURQLH(
ý -DN]PLHQLüZ\ĞZLHWODQLHZ\QLNyZ]IRUPDWXXáDPNRZHJRQDIRUPDW
G]LHVLĊWQ\"
-DN]PLHQLüZ\ĞZLHWODQLHZ\QLNyZRSHUDFMLG]LHOHQLD]IRUPDWX
XáDPNRZHJRQDIRUPDWG]LHVLĊWQ\"
6WRVRZQHSURFHGXU\PRĪQD]QDOHĨüZF]ĊĞFLÄ3U]HáąF]DQLHZ\QLNyZ
REOLF]HĔ´QDVWURQLH(
ý -DNDMHVWUyĪQLFDSRPLĊG]\SDPLĊFLąZ\QLNyZ$QVSDPLĊFLą
QLH]DOHĪQąLSDPLĊFLą]PLHQQ\FK"
.DĪGD]W\FKSDPLĊFLG]LDáDMDNRÄNRQWHQHU´XPRĪOLZLDMąF\W\PF]DVRZH
SU]HFKRZ\ZDQLHSRMHG\QF]\FKZDUWRĞFL
3DPLĊüZ\QLNyZ$QVPrzechowuje wynik ostatnio przeprowadzonego
REOLF]HQLD3DPLĊüWDVáXĪ\GRSU]HQRV]HQLDZ\QLNXMHGQHJRREOLF]HQLDGR
QDVWĊSQHJRREOLF]HQLD
3DPLĊüQLH]DOHĪQD3DPLĊüWDVáXĪ\GRSRGVXPRZ\ZDQLDZ\QLNyZZLHOX
REOLF]HĔ
=PLHQQH7DSDPLĊüMHVWSU]\GDWQDJG\SRWU]HEXMHV]XĪ\üNLONDUD]\WĊ
VDPąZDUWRĞüZMHGQ\PREOLF]HQLXOXENLONXREOLF]HQLDFK
ý -DNLHRSHUDFMHQDOHĪ\Z\NRQDü]DSRPRFąSU]\FLVNyZZFHOX
SU]HáąF]HQLDVLĊ]WU\EX67$7REOLF]HQLDVWDW\VW\F]QHOXE7$%/(
WDEHODOLF]EGRWU\EXZNWyU\PPRĪQDZ\NRQ\ZDüREOLF]HQLD
DU\WPHW\F]QH"
1DFLĞQLMSU]\FLVN (COMP).
ý -DNSU]\ZUyFLüNDONXODWRUGRSRF]ąWNRZ\FKXVWDZLHĔGRP\ĞOQ\FK"
:\NRQDMSRQLĪV]HNURNL (CLR) (Setup) (Yes)
ý 'ODF]HJRSRGF]DVZ\NRQ\ZDQLDREOLF]HĔIXQNFMLRWU]\PXMĊZ\QLN
REOLF]HĔNWyU\MHVW]XSHáQLHLQQ\QLĪZVWDUV]\FKPRGHODFK
NDONXODWRUyZ""
:PRGHOX]WU\EHPZ\ĞZLHWODQLDQDWXUDOQHJR1DWXUDO7H[WERRN'LVSOD\
SRDUJXPHQFLHIXQNFMLZ\NRU]\VWXMąF\PQDZLDV\PXVLQDVWĊSRZDüQDZLDV
]DP\NDMąF\-HĪHOLSRZSURZDG]HQLXDUJXPHQWXQLHQDFLĞQLHV]SU]\FLVNX
ZFHOX]DPNQLĊFLDQDZLDVXMDNRF]ĊĞüDUJXPHQWXPRJą]RVWDü
SRWUDNWRZDQHQLHRGSRZLHGQLHZDUWRĞFLOXEZ\UDĪHQLD
3U]\NáDGVLQ
Starszy model: 30 15 15.5
0RGHO]QDWXUDOQ\PZ\ĞZLHWODQLHP1DWXUDO7H[WERRN'LVSOD\ 30
15 15.5
-HĪHOLQLHQDFLĞQLHV]WXSU]\FLVNX ]RVWDQLHSRGDQ\Z\QLNVLQ
30 15 0.7071067812
background
PL – 26
:6.$=Ï:.,,,1)250$&-('27<&=Ą&(
87</,=$&-,=8ĩ<7<&+23$.2:
0DWHULDáRSDNRZDQLRZ\RGGDMGRUHF\NOLQJXZSXQNFLH]ELyUNL
/,.:,'$&-$=8ĩ<7<&+85=Ą'=(ē
(/(.75<&=1<&+,(/(.7521,&=1<&+
7HQV\PEROQDSURGXNFLHZ\SRVDĪHQLXOXERSDNRZDQLX
R]QDF]DĪH]QLQLHMV]\PSURGXNWHPQLHQDOHĪ\
SRVWĊSRZDüWDNMDN]HVWDQGDUGRZ\PLRGSDGDPL
GRPRZ\PL3URGXNWQDOHĪ\SU]HND]DüGRSXQNWX
UHF\NOLQJXXU]ąG]HĔHOHNWU\F]Q\FKLHOHNWURQLF]Q\FK:
QLHNWyU\FKNUDMDFK8(RUD]LQQ\FKNUDMDFKHXURSHMVNLFK
VWDU\SURGXNWPRĪQD]ZUyFLüGRORNDOQHJRVSU]HGDZF\
SU]\]DNXSLHUyZQRZDĪQHJRQRZHJRSURGXNWX
3UDZLGáRZDXW\OL]DFMDWHJRSURGXNWXSRPDJDFKURQLü
cenne zasoby naturalne i zapobiega potencjalnemu
QHJDW\ZQHPXZSá\ZRZLQDĞURGRZLVNRRUD]]GURZLH
OXG]LNWyU\PRĪHZ\QLNDü]QLHZáDĞFLZHMXW\OL]DFML
RGSDGyZ:LĊFHMLQIRUPDFMLX]\VNDV]RGZáDG]ORNDOQ\FK
OXEZQDMEOLĪV]\PSXQNFLH]ELyUNLRGSDGyZ1LHZáDĞFLZD
XW\OL]DFMDWHJRW\SXRGSDGXPRĪHSRGOHJDüNDU]H
ustawowej.
'ODILUPZNUDMDFK8QLL(XURSHMVNLHM
:SU]\SDGNXNRQLHF]QRĞFLXW\OL]DFMLXU]ąG]HĔ
HOHNWU\F]Q\FKOXEHOHNWURQLF]Q\FKQDOHĪ\]ZUyFLüVLĊGR
VSU]HGDZF\EąGĨGRVWDZF\ZFHOXX]\VNDQLDQLH]EĊGQ\FK
informacji.
8W\OL]DFMDZ\UREyZZNUDMDFKVSR]D8QLL(XURSHMVNLHM
,QIRUPDFMHQDWHPDWSUDZLGáRZHMXW\OL]DFMLWHJRSURGXNWX
PRĪQDX]\VNDüXZáDG]ORNDOQ\FKOXEXVSU]HGDZF\
3URGXNWVSHáQLDZ\PDJDQLD8(
)$67ý5DVQLQLHMV]\PRĞZLDGF]DĪHXU]ąG]HQLHUDGLRZHW\SX
6(&MHVW]JRGQH]G\UHNW\Zą8(
3HáQąZHUVMĊGHNODUDFML
]JRGQRĞFL8(]QDMG]LHV]QDVWURQLHLQWHUQHWRZHMZZZVHQFRUF]
7HNVWGHVLJQLGDQHWHFKQLF]QHPRJąXOHF]PLDQLHEH]XSU]HG]HQLD
Zastrzegamy sobie prawo do dokonania takich zmian.
:HUVMąRU\JLQDOQąMHVWZHUVMDF]HVND
$NWXDOQąOLVWĊFHQWUyZVHUZLVRZ\FKGOD5HSXEOLNL&]HVNLHM]QDMG]LHV]
pod adresem www.sencor.cz
background

Specifications

Sencor SEC 190 SCIENTIFIC Questions and Answers

Questions and Answers

Related Products