Jx(-x), 0SIST 13. Find Fourier Series expansion of 1(x)31x(n+x), -nsxS0 1 1 1- 33 5 7 32 Ans. f(x)%3= 13 8 sin x sin 3x sin 5x +. ...... 33 53

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Jx(x-x), 05xSa
13. Find Fourier Series expansion of 1(x)=1x(x+x), -nsxS0
x(+x), -nsxsa
1 1
33 53
73
32
8 sin x
Ans. f(x)=
13
sin 3x sin 5x
+..
53
%3D
33
Transcribed Image Text:Jx(x-x), 05xSa 13. Find Fourier Series expansion of 1(x)=1x(x+x), -nsxS0 x(+x), -nsxsa 1 1 33 53 73 32 8 sin x Ans. f(x)= 13 sin 3x sin 5x +.. 53 %3D 33
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