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1. Let g(x) = 7x² + 19x for 0 < x < 11. a. b. C. Let S(x) be the Fourier Sine series of g. S(x) - ∞ Σ n=] Let C'(x) be the Fourier Cosine series of g. f(x) = ) cos (21T x) (2x) + ( 11 C(x) = [(-)-( + ∞ sin Let f(x) be the Fourier series of g if g is extended to(-11, 0) so that g(x) = g(x + 11). n=1 +2[( n=1 ) (+) COS 11 [(-)-( sin

1. Let g(x) = 7x² + 19x for 0 < x < 11. a. b. C. Let S(x) be the Fourier Sine series of g. S(x) - ∞ Σ n=] Let C'(x) be the Fourier Cosine series of g. f(x) = ) cos (21T x) (2x) + ( 11 C(x) = [(-)-( + ∞ sin Let f(x) be the Fourier series of g if g is extended to(-11, 0) so that g(x) = g(x + 11). n=1 +2[( n=1 ) (+) COS 11 [(-)-( sin

Advanced Engineering Mathematics
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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1. Let g(x) = 7x² + 19x for 0 < x < 11. a. b. C. Let S(x) be the Fourier Sine series of g. S(x) - ∞ Σ n=] Let C(x) be the Fourier Cosine series of g. f(x) = ) cos (21T x) (2x) + ( 11 C(x) = + [(-)-( ∞ Let f(x) be the Fourier series of g if g is extended to(-11, 0) so that g(x) = g(x + 11). n=1 sin ( +2[0 n=1 )-(-) COS 11 |) sin (²) 11
Transcribed Image Text:1. Let g(x) = 7x² + 19x for 0 < x < 11. a. b. C. Let S(x) be the Fourier Sine series of g. S(x) - ∞ Σ n=] Let C(x) be the Fourier Cosine series of g. f(x) = ) cos (21T x) (2x) + ( 11 C(x) = + [(-)-( ∞ Let f(x) be the Fourier series of g if g is extended to(-11, 0) so that g(x) = g(x + 11). n=1 sin ( +2[0 n=1 )-(-) COS 11 |) sin (²) 11
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