Casio FX300ES Operating Guide - Page 19

Cases when Remainder Division becomes, Non-remainder Division

Page 19 highlights

Note: • You will not be able to execute prime factorization while a decimal value, fraction, or negative value calculation result is displayed. Trying to do so will cause a math error (Math ERROR). • You will not be able to execute prime factorization while the result of a calculation that uses Pol, Rec, ÷R is displayed. Remainder Calculations You can use the ÷R function in order to obtain the quotient and remainder in a division calculation. To calculate the quotient and remainder of 5 ÷ 2 Math B 5 !D(÷R) 2 = b 5 !D(÷R) 2 = Quotient Remainder Quotient Remainder Note: • Only the quotient value of a ÷R calculation is stored in Ans memory. • Assigning the result of a remainder division calculation to a variable will assign the quotient value only. Performing the operation 5 !D(÷R) 2 !t(STO))(X) (which assigns the result of 5÷R2 to X) will assign a value of 2 to X. • If a ÷R calculation is part of a multi-step calculation, only the quotient is passed on to the next operation. (Example: 10 + 17 !D (÷R) 6 = → 10 + 2) • Operation of the f and e keys is disabled while a remainder division result is on the display. Cases when Remainder Division becomes Non-remainder Division If either of the following conditions exists when you perform a remainder division operation, the calculation will be treated as normal (non-remainder) division. • When either the dividend or the divisor is a very large value Example: 20000000000 !D(÷R) 17 = → Calculated as: 20000000000 ÷ 17 • When the quotient is not a positive integer, or if the remainder is not a positive integer or positive fractional value Example: - 5 !D(÷R) 2 = → Calculated as: -5 ÷ 2 Function Calculations For actual operations using each function, see the "Examples" section following the list below. π : π is displayed as 3.141592654, but π = 3.14159265358980 is used for internal calculations. e : e is displayed as 2.718281828, but e = 2.71828182845904 is used for internal calculations. E-18

  • 1
  • 2
  • 3
  • 4
  • 5
  • 6
  • 7
  • 8
  • 9
  • 10
  • 11
  • 12
  • 13
  • 14
  • 15
  • 16
  • 17
  • 18
  • 19
  • 20
  • 21
  • 22
  • 23
  • 24
  • 25
  • 26
  • 27
  • 28
  • 29
  • 30
  • 31
  • 32

E-18
Note:
• You will not be able to execute prime factorization while a decimal
value, fraction, or negative value calculation result is displayed. Trying to
do so will cause a math error (Math ERROR).
• You will not be able to
execute prime factorization while the result of a calculation that uses Pol,
Rec, ÷R is displayed.
Remainder Calculations
You can use the ÷R function in order to obtain the quotient and remainder
in a division calculation.
To calculate the quotient and remainder of 5 ÷ 2
B
5
!
D
(÷R) 2
=
Quotient
Remainder
b
5
!
D
(÷R) 2
=
Quotient
Remainder
Note:
• Only the quotient value of a ÷R calculation is stored in Ans memory.
• Assigning the result of a remainder division calculation to a variable will
assign the quotient value only. Performing the operation 5
!
D
(÷R)
2
!
t
(STO)
)
(X)
(which assigns the result of 5÷R2 to X) will assign
a value of 2 to X.
• If a ÷R calculation is part of a multi-step calculation, only
the quotient is passed on to the next operation. (Example: 10
+
17
!
D
(÷R) 6
=
10 + 2)
• Operation of the
f
and
e
keys is disabled while a
remainder division result is on the display.
Cases when Remainder Division becomes
Non-remainder Division
If either of the following conditions exists when you perform a remainder
division operation, the calculation will be treated as normal (non-remainder)
division.
• When either the dividend or the divisor is a very large value
Example: 20000000000
!
D
(÷R) 17
=
Calculated as: 20000000000 ÷ 17
• When the quotient is not a positive integer, or if the remainder is not a
positive integer or positive fractional value
Example:
-
5
!
D
(÷R) 2
=
Calculated as: –5 ÷ 2
Function Calculations
For actual operations using each function, see the “Examples” section
following the list below.
π
:
π
is displayed as 3.141592654, but
π
= 3.14159265358980 is used for
internal calculations.
e
:
e
is displayed as 2.718281828, but
e
= 2.71828182845904 is used for
internal calculations.
Math