Determine the Taylor series for the function f(z) = e at I =-1. %3D

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.1: Infinite Sequences And Summation Notation
Problem 72E
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Determine the Taylor series for the function f(z) = e at z =-1.
%3D
Select the correct answer below:
e = +e(z+1) +-
21 (z +1)2 +
)²+(+1) +..+(z+1)" +.
e=e'+e'(z+1)+,(z+1)* + (z-
(++1)" +*
=e'+e '(z-1) +(z- 1) +(z-1)"
3!
e'+e '(z+1) + (+ 1) +
-(z+1)"+..
3!
Transcribed Image Text:Question Determine the Taylor series for the function f(z) = e at z =-1. %3D Select the correct answer below: e = +e(z+1) +- 21 (z +1)2 + )²+(+1) +..+(z+1)" +. e=e'+e'(z+1)+,(z+1)* + (z- (++1)" +* =e'+e '(z-1) +(z- 1) +(z-1)" 3! e'+e '(z+1) + (+ 1) + -(z+1)"+.. 3!
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