Consider the convergent alternating series If n = 4, then Sn n=1 = (−1)n n! Let Sn be the nth partial sum of this series. Compute S, and Sn+1 a nd use these values to find bounds on the sum of the series. (Round your answers to within four decimal places if necessary, but do not round until your final computation.) and Sn+1 = n=1 L. (−1)n n! This interval estimate for the value of the series has error Sn - L< and therefore de

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