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Suppose that the series a has partial sums sn = ak k=1 (a) diverges because lim sn = 1 84x (b) converges to 2

Suppose that the series a has partial sums sn = ak k=1 (a) diverges because lim sn = 1 84x (b) converges to 2 because $ = 2 n ak satisfying sn = 1+1. Then the series k=1 8 1 n (c) diverges because diverges n=1 (d) converges to 1 because lim S = 1 nx k=1 ak

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