Consider the alternating series 00 Σ (−1)² In(1 + ¹). n = 1 It can be shown that this series converges by the Alternating Series Test. What is the largest possible error (remainder) in estimating the sum of the series by adding the first 22 terms? (Enter an exact value.) |R221 ≤
Consider the alternating series 00 Σ (−1)² In(1 + ¹). n = 1 It can be shown that this series converges by the Alternating Series Test. What is the largest possible error (remainder) in estimating the sum of the series by adding the first 22 terms? (Enter an exact value.) |R221 ≤
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Transcribed Image Text:Consider the alternating series
00
Σ (−1)² In(1 + ¹).
n = 1
It can be shown that this series converges by the Alternating Series Test. What is the largest possible error (remainder) in
estimating the sum of the series by adding the first 22 terms? (Enter an exact value.)
|R221 ≤
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