Given that 1 - x M8 n=0 n X 6n+ 1 = 1 x with convergence in (-1, 1), find a power series for 6 x n=0 The radius of convergence is 1 ×

Let P(x) be the fifth-degree Taylor polynomial for a function f about x=0. Information about the maximum absolute value of selected derivatives of f over the interval 0