The coefficient recursion relation for the solution y E an xn+1 of the n=0 equation 2y" – y' + (1+ 2x)y = 0 is a) None of these O b) an+1 2an (n+1)! n > 0 %3D 2an c) an+1 n > 0 (n+1) ' O d) 2an n > 0 An+1 = (n+1) -2an an+1 n>0 n+1,

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.3: Geometric Sequences
Problem 38E
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The coefficient recursion relation for the solution Y
2 an xn+1
of the
n=0
equation 2 y" – xy' + (1 + 2æ)y = 0 is
a) None of these
an+1
2an
n > 0
(n+1)!
2an
c)
an+1
n > 0
(n+1)'
2an
an+1
n> 0
(n+1) "
-2an
An+1
n > 0
n+1 »
Transcribed Image Text:The coefficient recursion relation for the solution Y 2 an xn+1 of the n=0 equation 2 y" – xy' + (1 + 2æ)y = 0 is a) None of these an+1 2an n > 0 (n+1)! 2an c) an+1 n > 0 (n+1)' 2an an+1 n> 0 (n+1) " -2an An+1 n > 0 n+1 »
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