Performs calculations using synthetic division (up to the 10th power).
Author: shiroeExecutions: 1005
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Enter the coefficients for each term in the expression being divided.
For terms that do not exist, enter 0 as the coefficient.
The numbers to the right of "Coefficient" in the input field are subscripts, corresponding to the degree of x.
The numbers to the right of "P" in the output field are also subscripts, corresponding to the degree of x.
Please be careful not to omit the negative sign when entering values.
For terms that do not exist, enter 0 as the coefficient.
The numbers to the right of "Coefficient" in the input field are subscripts, corresponding to the degree of x.
The numbers to the right of "P" in the output field are also subscripts, corresponding to the degree of x.
Please be careful not to omit the negative sign when entering values.
| P9 | (The coefficient of the x^9 term in the quadratic formula) |
| P8 | (The coefficient of the x⁸ term in the quadratic formula) |
| P7 | (The coefficient of the x^7 term in the quadratic formula) |
| P6 | (The coefficient of the x⁶ term in the quadratic formula) |
| P5 | (The coefficient of the x⁵ term in the quadratic formula) |
| P4 | (The coefficient of the x⁴ term in the quadratic formula) |
| P3 | (The coefficient of the x³ term in the quadratic formula) |
| P2 | (The coefficient of the x² term in the quadratic formula) |
| P1 | (The coefficient of the x^1 term in the product formula) |
| P0 | (Constant term in the product formula) |
| Remainder R |
R6 (2024). July 10 (Wed)_Ver. 001
50-digit setting.
Digit count can be changed.
Complex number calculation mode.
50-digit setting.
Digit count can be changed.
Complex number calculation mode.
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Here, we consider dividing polynomials in x up to the 10th degree by the linear expression (x-α).
Terms that do not exist are treated as having a coefficient of 0.