Use the formula for the binomial series: m(m-1).--(m-k+1) k + m(m-1) 2 (1 + x)" 1+ mx + %3! 2! k! m(m-1)---(m-k+1) if 1+ ΣΕ |x| < 1 k=1 k! 1 to obtain the Maclaurin series for (1 +x)° 1- 9x + k! k=2 (k + 9)! 1 + 9! k=1 k! 8!2(-1) & + 8)! k! 1- 9x + k=2 (-1)k+1 (k + 8)! 10! 1 1- 9x + k! k=2 (k + 8)! 1 + 9x + > k! k=2
Use the formula for the binomial series: m(m-1).--(m-k+1) k + m(m-1) 2 (1 + x)" 1+ mx + %3! 2! k! m(m-1)---(m-k+1) if 1+ ΣΕ |x| < 1 k=1 k! 1 to obtain the Maclaurin series for (1 +x)° 1- 9x + k! k=2 (k + 9)! 1 + 9! k=1 k! 8!2(-1) & + 8)! k! 1- 9x + k=2 (-1)k+1 (k + 8)! 10! 1 1- 9x + k! k=2 (k + 8)! 1 + 9x + > k! k=2
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.3: Geometric Sequences
Problem 44E
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