n! (2а — 3)" Find the radius of convergence for the following series and choose the correct answer from the following options. (5n)! n=1 1 R = R=∞ R= 5 R=0 R = -3 IM:

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.3: Geometric Sequences
Problem 49E
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Question
n!(2x – 3)"
Find the radius of convergence for the following series
and choose the correct answer from the following options.
(5n)!
n=1
1
R =
2
R= 0
R= 5
R= 0
R = -3
Transcribed Image Text:n!(2x – 3)" Find the radius of convergence for the following series and choose the correct answer from the following options. (5n)! n=1 1 R = 2 R= 0 R= 5 R= 0 R = -3
(2x – 3)"
Find the radius of convergence for the following series
and choose the correct answer from the following options.
n=1 5" (n + 2)5
R=0
R =
R=∞
R= 5
R= -3
Transcribed Image Text:(2x – 3)" Find the radius of convergence for the following series and choose the correct answer from the following options. n=1 5" (n + 2)5 R=0 R = R=∞ R= 5 R= -3
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