Print your name(s).nn here: Problem 1: [20 pts] Suppose that {an }n=1 is a sequence and set s. = ak for all n 2 1. Given that K = 1 Sn = In (+2) answer the following . A. [10 pts] Determine whether > k converges or diverges. *= 0 given that s = E ak where sn = In ( nya ) K = 1 ak = SK - SK - 1 = B. [10 pts] Determine whether ak converges or diverges, and explain your response. * = 4