4. Demonstrate that the series converges conditionally. (-1)" Σn=0 2nTH+1 a. Address the convergence or divergence of the absolute value series. b. Address the convergence or divergence of the alternating series. c. Summarize the results and how they demonstrate conditional convergence.

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A: Refer to explanation block Explanation:

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A: Telescoping series is a series where all terms cancel out except for the first and the last term.

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