OO 1. Let f (3) = Can have radius of convergence R = 5. Then we can find an antiderivative of f (x) on [-5, 5] by calculating n=0 f (2 )da. You can respond once True: We can apply term-by-term integration to this power series as many times as we want on [-5,5]. False: Although an antiderivative of the function can be obtained by term-by-term integration of the series, we don't know ahead of time what is happening at the endpoints of the interval, so the antiderivative may not make sense there