1. Find Fourier series of the given functions in the given intervals -T≤x<0 (a) f(x)= on [-*, π] 0≤x≤T (b) f(x) = er on

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1. Find Fourier series of the given functions in the given intervals -T≤x<0 (a) f(x)= on [-*, π] 0≤x≤T (b) f(x) = er on

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1. Find Fourier series of the given functions in the given intervals -T≤x<0 (a) f(x)= on [-*, π] 0≤x≤T (b) f(x) = er on [-7.] (c) f(x) = sin³ (r) on [-, π] (d) f(x) = 1 r² on [-1,1]
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