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For each of the following, decide whether or not the series converges. If it does not converge, explain why. If it does converge, explain why

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For each of the following, decide whether or not the series converges. If it does not converge, explain why. If it does converge, explain why and nd the value to which it converges, if it possible to do so. If you can't nd the value to which the series converges, but it is possible to bound the error above, nd an upper bound on the error when Sm is used to estimate the innite sum

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