Question 10 Let an In(n + 2) – In(n) (a) Find the following terms in the sequence {an}1: а1, а2, аз, ад, а5, ап-2, аm-1 (b) Does the sequence {an}1 converge or diverge? If it converges, what does it converge to? n=1 (c) Find a general expression for sn, the sum of the first n terms of the series an, and n=1 simplify the expression for s, as much as possible. Hint: Use your answers from part (a). (d) Using your answer from part (c), determine if the series an converges or diverges. If it n=1 converges, find its sum.

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