In the following exercises, using a substitution if indicated, express each series in terms of elementary functions and find the radius of convergence of the sum. 00 (x* – x2*+1) 104. k=0

Calculus: Early Transcendentals
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Author:James Stewart
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Chapter1: Functions And Models
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need help with #104, thank you

In the following exercises, using a substitution if indicated, express each series in terms of elementary functions
and find the radius of convergence of the sum.
00
104. (x* – x2*+!)
-
k=0
x3k
105. )
6k
k=1
106. (1+ x²)* using y =
-k
1+x?
k=1
107. , 2-kx using y = 2
k=1
Transcribed Image Text:In the following exercises, using a substitution if indicated, express each series in terms of elementary functions and find the radius of convergence of the sum. 00 104. (x* – x2*+!) - k=0 x3k 105. ) 6k k=1 106. (1+ x²)* using y = -k 1+x? k=1 107. , 2-kx using y = 2 k=1
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