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If the test cannot be applied to the given series, give a short reason as to why not. n + 5" Series: Test: Limit Comparison Test n + 6n' n=1 (a) If the Test Applies: (i) Comparator: (ii) Choose one: Converges / Diverges (b) If the Test Does Not Apply, explain why:

If the test cannot be applied to the given series, give a short reason as to why not. n + 5" Series: Test: Limit Comparison Test n + 6n' n=1 (a) If the Test Applies: (i) Comparator: (ii) Choose one: Converges / Diverges (b) If the Test Does Not Apply, explain why:

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.2: Arithmetic Sequences
Problem 67E
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For this problem, given the series, test whether the limit comparison will work to solve. If it applies determine a comparator series that you could use with the given test

If the test cannot be applied to the given series, give a short reason as to why not. n + 5n Series: Test: Limit Comparison Test n + 6n ' n=1 (a) If the Test Applies: (i) Comparator: (ii) Choose one: Converges / Diverges (b) If the Test Does Not Apply, explain why:
Transcribed Image Text:If the test cannot be applied to the given series, give a short reason as to why not. n + 5n Series: Test: Limit Comparison Test n + 6n ' n=1 (a) If the Test Applies: (i) Comparator: (ii) Choose one: Converges / Diverges (b) If the Test Does Not Apply, explain why:
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