The homework assigned from page 663 assumes
that you have studied the earlier sections in Chapter 10 about
infinite series. Well, you haven't, so let's make the following changes.
-
#27-30: Ignore the instruction to find the radius of convergence.
-
#37-38: Instead of the alternating-series argument used in the related
example in the text on p. 661, get the needed error bound from Taylor's
remainder formula [(9), p. 656]
together with the "order properties of the integral" [p. 27].