Get solution: In each of 1 through 15, find the Fourier transform of the function and

Chapter 14, Problem 14.30

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In each of 1 through 15, find the Fourier transform of the function and graph the amplitude spectrum. Wherever k appears it is a positive constant. Use can be made of the following transforms: F[ekt2 ]() = k e2/4k and F 1 k2 + t 2 () = k ek||f (t) = 3H(t 2)e3t

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