The fourier transform of the triangular pulse xt is


The fourier transform of the triangular pulse x(t) is expressed as: X(w) = 1/w^2(e^jw - jwe^jw - 1) Use this information, and the time-shifting and time-scaling properties to find the fourier transform of the signal: y = x, -1

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Electrical Engineering: The fourier transform of the triangular pulse xt is
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