− (−1)″ n² 2" 9 =0--+1-−+1− 8 (a) Notice the that terms alternate, but some get larger in absolute value. Technically, can we use AST for this series? If all the terms after n = 4, get smaller in absolute value, could the "nested convergence" idea of the AST be applied to Sn, for n> 4? Explain or draw a diagram. 4. S= n=0 antl n-an 25 36 + 32 64 (b) Show steps and find lim ∞ (c) Based on (b), does S converge or diverge? Does T = converge or diverge? n=0 2"
− (−1)″ n² 2" 9 =0--+1-−+1− 8 (a) Notice the that terms alternate, but some get larger in absolute value. Technically, can we use AST for this series? If all the terms after n = 4, get smaller in absolute value, could the "nested convergence" idea of the AST be applied to Sn, for n> 4? Explain or draw a diagram. 4. S= n=0 antl n-an 25 36 + 32 64 (b) Show steps and find lim ∞ (c) Based on (b), does S converge or diverge? Does T = converge or diverge? n=0 2"
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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