Performing calculations involving fractions. Part 2.
Author: shiroeExecutions: 201
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Displays the conjugate complex number (conjugate) of the denominator of the entered fraction.
Displays the result of multiplying the numerator of the entered fraction by the conjugate of the denominator.
Displays the result of multiplying the denominator of the entered fraction by the conjugate of the denominator.
Displays the value obtained by dividing the real part of the numerator of the entered fraction by the denominator of the entered fraction.
Displays the value obtained by dividing the product of the imaginary part of the numerator of the entered fraction and the imaginary unit by the denominator of the entered fraction.
Displays the value obtained by dividing the numerator of the entered fraction by the denominator of the entered fraction.
Displays the value obtained by dividing the real part of the numerator of the fraction processed by the program
by the denominator of the fraction processed by the program.
Displays the value obtained by dividing the product of the imaginary part of the numerator of the fraction processed by the program and the imaginary unit
by the denominator of the fraction processed by the program.
Displays the value of the numerator of the fraction after it has been processed by the program.
Displays the value of the denominator of the fraction after it has been processed by the program.
Displays the value obtained by dividing the numerator of the fraction after it has been processed by the program
by the denominator of the fraction after it has been processed by the program.
(After processing by the program, the denominator of the fraction becomes a natural number.)
Displays the result of multiplying the numerator of the entered fraction by the conjugate of the denominator.
Displays the result of multiplying the denominator of the entered fraction by the conjugate of the denominator.
Displays the value obtained by dividing the real part of the numerator of the entered fraction by the denominator of the entered fraction.
Displays the value obtained by dividing the product of the imaginary part of the numerator of the entered fraction and the imaginary unit by the denominator of the entered fraction.
Displays the value obtained by dividing the numerator of the entered fraction by the denominator of the entered fraction.
Displays the value obtained by dividing the real part of the numerator of the fraction processed by the program
by the denominator of the fraction processed by the program.
Displays the value obtained by dividing the product of the imaginary part of the numerator of the fraction processed by the program and the imaginary unit
by the denominator of the fraction processed by the program.
Displays the value of the numerator of the fraction after it has been processed by the program.
Displays the value of the denominator of the fraction after it has been processed by the program.
Displays the value obtained by dividing the numerator of the fraction after it has been processed by the program
by the denominator of the fraction after it has been processed by the program.
(After processing by the program, the denominator of the fraction becomes a natural number.)
| Conjugate of the entered denominator | (Enter a fraction) |
| The product of the numerator and the conjugate of the denominator | (Enter a fraction) |
| The product of the denominator entered and its conjugate | (Enter a fraction) |
| Real part/Denominator | (As a fraction before processing) |
| (Imaginary part * i)/Denominator | (As a fraction before processing) |
| Numerator/Denominator | (As a fraction before processing) |
| Real part/Denominator | (After processing) |
| (Imaginary part * i)/Denominator | (After processing) |
| Numerator | (Fractions after processing) |
| Denominator | (Fractions after processing) |
| Numerator/Denominator | (As a fraction after processing) |
"*" and "/" are the symbols for multiplication and division.
i is the imaginary unit. i^2 = -1.
Set to 50 digits. The number of digits can be changed.
R6 (2024).05/01 (Wed)_Ver_001
i is the imaginary unit. i^2 = -1.
Set to 50 digits. The number of digits can be changed.
R6 (2024).05/01 (Wed)_Ver_001
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Here, we consider outputting the result of complex number division
as a fraction.
The calculation ensures that the real and imaginary parts of the numerator in the output fraction are integers.
The calculation ensures that the denominator of the output fraction is a natural number.
For reference, the value obtained by dividing the numerator of the output fraction by its denominator will also be displayed.
Enter a non-zero value for the denominator of the input fraction.
(Ensure that either the real part or the imaginary part of the denominator of the input fraction is not zero.)