Let f(x) = cnxn + cn-1xn-1 + … + c1x + c0 be a polynomial of degree n. For any number u, show there is some polynomial q
Posted: Thu Apr 28, 2022 6:28 am
Let f(x) = cnxn +
cn-1xn-1 + … + c1x + c0
be a polynomial of degree n. For any number
u, show there is some polynomial q(x) of degree
n - 1 with f(x) = (x -
u)q(x)+f(u).
cn-1xn-1 + … + c1x + c0
be a polynomial of degree n. For any number
u, show there is some polynomial q(x) of degree
n - 1 with f(x) = (x -
u)q(x)+f(u).