ECON 4350 Midterm: ECON 4350 UGA 4350.hexam1.01
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Good luck: (15 points) (a) carefully state what it means to say that case, then. X n=1 an converges to a and prove that if this indeed the (b) prove that if bn > 0 for all n n and. X b2 n also converges. n=1 (c) prove that if a series converges absolutely, then it is convergent. n=1: (15 points) (a) determine if the following series are absolutely convergent, conditionally convergent, or divergent. X n=1 log n n3/2 (b) use the cauchy condensation test to determine the convergence or divergence of. 1 n log n (c) find all x r for which.
