+∞ (x - 2)" √n η n=2 which of the following power series is f'(x)? If f (x) - +∞ Σ(-1)" n=2 +∞ Σ n=2 - - n(x − 2)n-1 νη-1 - n(x − 2)n-1 {n-1 2 +5° n(x − 2)" Σ n=2 νη-1 +0° _n(x − 2)"-1 νη Σ 2 n=2 1
+∞ (x - 2)" √n η n=2 which of the following power series is f'(x)? If f (x) - +∞ Σ(-1)" n=2 +∞ Σ n=2 - - n(x − 2)n-1 νη-1 - n(x − 2)n-1 {n-1 2 +5° n(x − 2)" Σ n=2 νη-1 +0° _n(x − 2)"-1 νη Σ 2 n=2 1
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:If f (x)
=
+∞
Σ(-1)"
n=2
+∞
Σ
n=2
+∞
n=2
which of the following power
series is f'(x)?
η
(x - 2)"
νη-1
η(æ – 2)n-1
√n
n-1
n(æ – 2)n-1 τη
2
+∞
+0° n(æ – 2)"-1
Σ
n=2
/n-1
+ _n(a - 2)n-1 νη
Σ
2
n=2
1
1
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