Extended Euclide with Polynomials
This calculator finds Bezout coefficients by using the Extended Euclide Algorithm. Given two Polynomials over the rational numbers P1 and P2 , it calculates two polynomials u and v with rational coefficients called 'Bezout coefficients' such as,
`GCD(P_1,P_2) = u*P_1+v*P_2`
How to use this calculator?
|Variable||Input a single-letter that is the polynomial variable. Examples :
polynomial = 4x+1 , then input variable = 'x'
polynomial = 9t + 5 , then input variable ='t'
|Polynomial||Are accepted :
|Examples||Polynomial = x^2-4x+1 (variable = 'x')
Polynomial = (x^2-1)(x-5)-3 (variable = 'x')
Polynomial = x^3-4/3*x^2+1 (variable = 'x')
Polynomial = 0.23*t^2-1/5*t+1/2 (variable = 't')