Find the Fourier transform of each function. In each case, a is a positive real constant. Answer: (a) (a + jw) + w I<0, 12 0. 1> 0, IS0. 12 0, Is0. a) S() = 0, S() = e"sin nt, 1 (b) (a – jw)?i b) f(1) = 0, S() =-te", c) S() = te", f(1) = te", -j4am (c) (a + w) %3D

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