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3-17
k Division Remainder (MOD), Remainder of Exponential Division (MOD
Exp)
Example Operation
To determine the remainder when 137 is
divided by 7
(MOD (137, 7) = 4)
K6(g)4(NUM)6(g)4(MOD)137,7
!/( ) )w
To determine the remainder when 5
3
is
divided by 3
(MOD
•
E (5, 3, 3) = 2)
K6(g)4(NUM)6(g)5(MOD
•
E)
5,3,3!/( ) )w
k Fractions
• Be sure to specify Comp for Mode in the Setup screen.
Example Operation
2 1 73
–– + 3 –– = ––
–
5 4 20
2!a(CATALOG)a6(SYBL)4(9)c~
c({)w5+3!a(CATALOG)({)
1(INPUT)1!a(CATALOG)({)1(INPUT)
4w
1 1
––––– + ––––
–
2578 4572
= 6.066202547 × 10
–4
*
1
1!a(CATALOG)a6(SYBL)4(9)c~
c({)w2578+1!a(CATALOG)({)
1(INPUT)4572w
1
––
2
× 0.5 = 0.25*
2
1!a(CATALOG)a6(SYBL)4(9)c~
c({)w2*.5w
*
1
When the total number of characters, including integer, numerator, denominator and delimiter
marks exceeds 10, the fraction is automatically displayed in decimal format.
*
2
Calculations containing both fractions and decimals are calculated in decimal format.
k Engineering Notation Calculations
Input engineering symbols using the engineering notation menu.
• Be sure to specify Comp for Mode in the Setup screen.
Example Operation
999k (kilo) + 25k (kilo)
= 1.024M (mega)
!m(SET UP) ff4(Eng)J999K6(g)6(g)
1(ESYM)6(g)1(k)+251(k)w
9 ÷ 10 = 0.9 = 900m (milli)
= 0.9
9/10w
K6(g)6(g)1(ESYM)6(g)6(g)3(ENG)*
1
= 0.0009k (kilo)
= 0.9
= 900m
3(ENG)*
1
2(ENG)*
2
2(ENG)*
2
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