The function of defined by f(x)=1/(1+x³). The Maclaurin series for f is given by 1-x³+x^6-x^9+...+(-1)^n x^3n+...,

which converges to f(x) for -1<x<1.

Find the first four nonzero terms and the general term for the Maclaurin series representing ∫ f(t) from 0 to x.

Thank you, guys!