Question

find the remainder obtained on dividing p(x)x3+1 by x+1

Answer 1

It is given that the polynomial is P(x) = x^3 +1 and the divisor is (x + 1).

In order to find the remainder of P(x) / (x+1), we need to follow the long division method, that is, (x^3 +1) / (x + 1).

After the calculations, we find the quotient and remainder, which are x^2 - x + 1 and 0, respectively.