ch of Problems 1 through 8 determine the radius of convergence of the given power series. Σα- 3)" =0 2. Σ 2n n=0 x2n 7=0 n! 4. Σ2x" 1(2x + 1)" n2 6. n=1 (-1)"n2 (x+2)" r o8. n!r" 1=1 3n n=1 n"

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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ch of Problems 1 through 8 determine the radius of convergence of the given power series.
Σα- 3)"
=0
2. Σ
2n
n=0
x2n
7=0
n!
4. Σ2x"
1(2x + 1)"
n2
6.
n=1
(-1)"n2 (x+2)"
r o8.
n!r"
1=1
3n
n=1 n"
Transcribed Image Text:ch of Problems 1 through 8 determine the radius of convergence of the given power series. Σα- 3)" =0 2. Σ 2n n=0 x2n 7=0 n! 4. Σ2x" 1(2x + 1)" n2 6. n=1 (-1)"n2 (x+2)" r o8. n!r" 1=1 3n n=1 n"
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