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SOLVED: Classwork:1) Find an appropriate known series for comparison with the series below, then use the limit comparison test to determine convergence or divergence of the series 2n 3n^2 4.2) Check if the conditions of the Alternating Series Test hold and write a conclusion for: (-1)^n / n.Explain why the Alternating Series Test cannot be used to determine if the series below converges or diverges. What test should be used? (-1)^n * 5n 2.

SOLVED: Classwork:1) Find an appropriate known series for comparison with the series below, then use the limit comparison test to determine convergence or divergence of the series 2n 3n^2 4.2) Check if the conditions of the Alternating Series Test hold and write a conclusion for: (-1)^n / n.Explain why the Alternating Series Test cannot be used to determine if the series below converges or diverges. What test should be used? (-1)^n * 5n 2.

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