System of Equations [Product and Sum of x and y]
Author: shiroeExecutions: 43
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Enter u, k, c, m, a, and b.
Enter non-zero numbers for k, a, and b.
Output two pairs of x and y as solutions.
(Output two pairs even if there are repeated roots.)
If the imaginary part of x1, y1, x2, or y2 is 0, display the flag value 0; if it is not 0, display 1.
Enter non-zero numbers for k, a, and b.
Output two pairs of x and y as solutions.
(Output two pairs even if there are repeated roots.)
If the imaginary part of x1, y1, x2, or y2 is 0, display the flag value 0; if it is not 0, display 1.
| x1 | |
| y1 | |
| x2 | |
| y2 | |
| Is the imaginary part of x1 zero or not? | If the imaginary part is 0, then = 0; otherwise, = 1 |
| Is the imaginary part of y1 zero or not? | If the imaginary part is 0, then = 0; otherwise, = 1 |
| Is the imaginary part of x² equal to 0? | If the imaginary part is 0, then = 0; otherwise, = 1 |
| Is the imaginary part of y2 zero or not? | If the imaginary part is 0, then = 0; otherwise, = 1 |
(Please note whether the numbers displayed in the output fields for x1, y1, x2, and y2 include the imaginary unit i.)
R6 (2024).09/02 (Mon)_Ver.001
50-digit setting. Digit count can be changed. Complex number calculation mode.
R6 (2024).09/02 (Mon)_Ver.001
50-digit setting. Digit count can be changed. Complex number calculation mode.
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Here, as an example of a two-variable system of equations for x and y, we will consider cases involving products and sums.
Let the equations be of the form
u = kxy + c
m = ax + by
where the coefficients k, a, and b are not zero.