Calculates partial fraction decomposition (2 terms)
Author: shiroeExecutions: 43
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Enter the coefficient L of the numerator on the left-hand side (a linear expression in x).
Enter the constant term M of the numerator on the left-hand side (linear expression in x).
Enter the denominators P and Q on both sides.
Enter different values for P and Q (input restrictions apply).
Perform partial fraction decomposition and output the numerators a and b of the two terms on the right-hand side.
Enter the constant term M of the numerator on the left-hand side (linear expression in x).
Enter the denominators P and Q on both sides.
Enter different values for P and Q (input restrictions apply).
Perform partial fraction decomposition and output the numerators a and b of the two terms on the right-hand side.
| a | |
| b |
R6 (2024). June 16 (Sun)_Ver. 002. Fixed.
Digit setting: 50 digits. Digit count can be changed.
Complex number calculation mode.
Digit setting: 50 digits. Digit count can be changed.
Complex number calculation mode.
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Here, we deal with the case of decomposing a "fractional expression with a constant numerator and a denominator that is a linear expression" into two terms.
The form of the expression is
(Lx + M)/(x + P)(x + Q) = a/(x + P) + b/(x + Q).
We perform partial fraction decomposition of the left-hand side into the right-hand side.