Find the Taylor series for (Α Σ B (0) 00 n=0 Σ (-1)" 2" Σ Στο dn=0_2+1 (-1)" 00 – 1 11=0 ₂11 +1 1 x+1 (x − 1) " atx=1. (x − 1) " -(x-1)" Ο Σ.(x-1)" (D) =0

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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Find the Taylor series for 1\x+1 at x = 1 .

1
Find the Taylor series for — atx=1.
x+1
A
ΘΑ Σ ∞ (-1)"
n=0
2"
Β) Σ
(-1)"
dn=0_2+1
00
(x − 1) "
- (x − 1)"
1
ΟΣ (x-1) "
n=0₂n+1
(0) Σ(x-1)"
Transcribed Image Text:1 Find the Taylor series for — atx=1. x+1 A ΘΑ Σ ∞ (-1)" n=0 2" Β) Σ (-1)" dn=0_2+1 00 (x − 1) " - (x − 1)" 1 ΟΣ (x-1) " n=0₂n+1 (0) Σ(x-1)"
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