Match the series or sequence with the appropriate test or series to determine whether the series converges, i.e which test or series would you use to determine convergence? A. Divergence TestB. Geometric SeriesC. p-SeriesD. Comparison TestE. Alternating Series TestF. Ratio Test• Σ(√A)'a.n=1b. Σ2-sin(1/n)C.n=1∞n=1α. Σ(-1)n=0e. an =8W(−1)n+1+3f. Σn=1310nn!12n - 1n

Answered: Image /qna-images/answer/c6a1724d-c770-4f73-b7d1-47080079abd7.jpg

A. Divergence Test B. Geometric Series C. p-Series D. Comparison Test E. Alternating Series Test F. Ratio Test • Σ(√A)* a. n=1 b. Σ2-sin(1/n) C. n=1 ∞ n=1 α. Σ(-1) n=0 (−1)n+1 +3 e. an = ∞ f. Σ n=1 3 10n n! n 1 2n - 1

A. Divergence Test B. Geometric Series C. p-Series D. Comparison Test E. Alternating Series Test F. Ratio Test • Σ(√A)* a. n=1 b. Σ2-sin(1/n) C. n=1 ∞ n=1 α. Σ(-1) n=0 (−1)n+1 +3 e. an = ∞ f. Σ n=1 3 10n n! n 1 2n - 1

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter5: Inverse, Exponential, And Logarithmic Functions

Section5.3: The Natural Exponential Function

Problem 56E

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Question

Match the series or sequence with the appropriate test or series to determine whether the series converges, i.e which test or series would you use to determine convergence?