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Express the integral as an infinite sum. | In (1 + i') dt, x| < 1 Choose the infinite sum that corresponds to the integral. ο1+P) α = Σ-υ x" 7n(7n + 1) n=1 00 7n+1 O In (1 + 7') dt = Ž(-14-1, n(7n + 1) In (1 + 1') dt = Ï(-1)-1 "(7n + 1) x7n+1 00 00 In (1 + 1') dt = E(-1)*-1. п(п + 7) n=|

Express the integral as an infinite sum. | In (1 + i') dt, x| < 1 Choose the infinite sum that corresponds to the integral. ο1+P) α = Σ-υ x" 7n(7n + 1) n=1 00 7n+1 O In (1 + 7') dt = Ž(-14-1, n(7n + 1) In (1 + 1') dt = Ï(-1)-1 "(7n + 1) x7n+1 00 00 In (1 + 1') dt = E(-1)*-1. п(п + 7) n=|

Algebra for College Students
Algebra for College Students
10th Edition
ISBN:9781285195780
Author:Jerome E. Kaufmann, Karen L. Schwitters
Publisher:Jerome E. Kaufmann, Karen L. Schwitters
Chapter9: Polynomial And Rational Functions
Section9.2: Remainder And Factor Theorems
Problem 51PS
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Express the integral as an infinite sum. / In (1 + 1") dt, |x| < 1 Choose the infinite sum that corresponds to the integral. x" O 'In (1 + i?) dt = E(-1)*-1, 7n(7n + 1) 00 xn+ 7n+1 In (1 + 1') dt = E(-1)*-1 -Σ п(Тn + 1) n=| 00 n(7n + 1) In (1 + f') di = E(-1)-15 x7n+1 00 x"+7 In (1 + 17) dt = E(-1)*-1. п(п + 7)
Transcribed Image Text:Express the integral as an infinite sum. / In (1 + 1") dt, |x| < 1 Choose the infinite sum that corresponds to the integral. x" O 'In (1 + i?) dt = E(-1)*-1, 7n(7n + 1) 00 xn+ 7n+1 In (1 + 1') dt = E(-1)*-1 -Σ п(Тn + 1) n=| 00 n(7n + 1) In (1 + f') di = E(-1)-15 x7n+1 00 x"+7 In (1 + 17) dt = E(-1)*-1. п(п + 7)
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