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Differential Equations
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Find the Fourier expansion for f(x)=4x, x[-pi,pi], T=2 pi
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This is the expansion of f(x)=x You can multiply by 4 to meet yours.
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@3mar is awesome, he can help you :D
f(x) = 4x is odd so you only need the sine terms of the expansion So coefficients are: \(b_n = \dfrac{1}{\pi}\int\limits_{-\pi}^{\pi} 4x \, \sin nx\, dx\) \( = \dfrac{8}{\pi}\int\limits_{0}^{\pi} x \dfrac{d}{dx}(- \dfrac{1}{n}\cos(nx) ) \, dx\) ie do it by IBP
Thanks for the medal! Hope I could help you.
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