Tо аnswer this questiоn yоu will need the Mаclаurin series for : , for . a. Find the sum of the series . b. Please follow the steps below to find an antiderivative for (written as a power series). 1. Start with the Maclaurin series for , then use properties of power series to obtain the Maclaurin series of . 2. Integrate the power series for you have obtained in the previous step, to obtain the Maclaurin series for an antiderivative of .