Chapter 7: Q. 53 (page 653)
Do the following to :
Part (a): Show that the given alternating series converges.
Part (b): Compute and use Theorem to find an interval containing the sum L of the series.
Part (c): Find the smallest value of n such that Theorem guarantees that is within of L.
Short Answer
Part (a): To show that the given alternating series converges, use the conditions of alternating series test.
Part (b): The interval containing the sum L of the series is .
Part (c): The smallest value of n is.