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Let f be the triangle wave function defined by f(x): = ?-|x| for -? <...

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Let f be the triangle wave function defined by f(x): = ?-|x| for -? < x ? ?, and extended to be 2?-periodic on the real number line.Find the Fourier series of this function in complex exponential form. You should verify the Fourier coefficients of f are:f(n)= {?/2 if n = 00 if n?0 and even2/(?n) if n is odd

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