Suppose you estimate this series n=1 (-1) n4 5 with a partial sum using the first...

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Suppose you estimate this series n=1 (-1)" n4 5 with a partial sum using the first 4 terms of the series. According to the Alternating Series Estimation Theorem, what is the upper bound for the remainder of this partial sum? Round your answer to the ten-thousandths place, i.e. to 4 places after the decimal point. Suppose you estimate this series n=1 (-1)" n4 5 with a partial sum using the first 4 terms of the series. According to the Alternating Series Estimation Theorem, what is the upper bound for the remainder of this partial sum? Round your answer to the ten-thousandths place, i.e. to 4 places after the decimal point.