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If the series is convergent, (i) find a partial sum to approximate the sum of the series so that the error is guaranteed to

If the series is convergent, (i) find a partial sum to approximate the sum of the series so that the error is guaranteed to be less than 0.01. (ii) Find an upper estimate and a lower estimate for the sum of the series that both have an error of less than 0.01. (-1)*-1 n=1 n 2 n +1

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