Question: We saw in class a result that provides an upper bound for the error approximation of an alternating series by a given partial sum. Applying

We saw in class a result that provides an upper bound for the error approximation of an alternating series by a given partial sum. Applying this result to the alternating series S = :1 671/2 and its partial sum 6 (1)\" n S6 = ? 671/2 compute the corresponding upper bound for the error Is 56' . Give your answer to an accuracy of 1%

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