A polynomial of degree is such that

MATHEMATICS · Subjective · CBSE · Mathematics · Polynomials · Polynomials

Problem

A polynomial p(x)p(x) of degree 33 is such that, on division by x2+1x^{2}+1, the quotient is x+3x+3 and the remainder is ax+bax+b. If p(1)=10p(1)=10 and p(−1)=4p(-1)=4, determine the values of aa and bb.

Related theory

Browse the problem library