Show that the half-range Fourier sine series expansion of the function f(t) = 1, valid for 0

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Show that the half-range Fourier sine series expansion of the function f(t) = 1, valid for 0

4 f =   n=1 sin(2n - 1)t 2n - 1 (0

Sketch the graphs of both f(t) and the periodic function represented by the series expansion for –3π

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