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FOURIER SERIES f(x) = |cos x| in interval x (- pi to +pi)
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Parseval identity - Fourier series - Prove that in x=0 to l
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fourier series expand f(x) = mod cos x
fourier series f(x) = mod cos x
fourier series expand f(x) = cos x
fourier series f(x) = cos x f(x) = mod cos x x=-pi to pi fourier series expand
f(x) = mod cos x x=-pi to pi expand fourier series
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