1.Let p(x)p(x)p(x) be a polynomial such that p(x)−p′(x)=xnp(x) - p'(x) = x^np(x)−p′(x)=xn, where nnn is a positive integer. Then p(0)p(0)p(0) equalsa.n!n!n!b.(n−1)!(n-1)!(n−1)!c.1/n!1/n!1/n!d.1/(n−1)!1/(n-1)!1/(n−1)!Login to continueOnly logged in users canattempt or see the solution.