For any question dealing with convergence or divergence, in addition to the words converges or...
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For any question dealing with convergence or divergence, in addition to the words "converges" ∞ or "diverges", please tell me which test or process you used. For example, "Σ diverges n=1 because lim n→∞o not zero." n+1 n n+1 n = 1, the test for divergence says that the series diverges when the limit is (4 pts. each) Determine whether each of the following series is convergent or divergent. If it is convergent, find its sum. a) Σ ( n=1 8 b) Σ n=1 ∞ c) Σ n=1 n+1 _n+1 2 3" - Η 3η (n+1) 3 2η-1 For any question dealing with convergence or divergence, in addition to the words "converges" ∞ or "diverges", please tell me which test or process you used. For example, "Σ diverges n=1 because lim n→∞o not zero." n+1 n n+1 n = 1, the test for divergence says that the series diverges when the limit is (4 pts. each) Determine whether each of the following series is convergent or divergent. If it is convergent, find its sum. a) Σ ( n=1 8 b) Σ n=1 ∞ c) Σ n=1 n+1 _n+1 2 3" - Η 3η (n+1) 3 2η-1
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a The series n11n1 1n can be simplified as follows n11n1 1n n11nn1 To determine convergence or diver... View the full answer
Related Book For
Smith and Roberson Business Law
ISBN: 978-0538473637
15th Edition
Authors: Richard A. Mann, Barry S. Roberts
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