The input-output relationship of a discrete-time LTIVC system is given by Y(n) = h(0) X(n) +...

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The input-output relationship of a discrete-time LTIVC system is given by Y(n) = h(0) X(n) + h(1) X(n 1) + .. + h(k) X(n - k) The input sequence X(n) is stationary, zero mean, Gaussian with S1, j = 0 to j + 0 E{X(n) X(n + j)} %3D a. Find the pdf of Y(n). b. Find Ryy(n) and Syy(f). The input-output relationship of a discrete-time LTIVC system is given by Y(n) = h(0) X(n) + h(1) X(n 1) + .. + h(k) X(n - k) The input sequence X(n) is stationary, zero mean, Gaussian with S1, j = 0 to j + 0 E{X(n) X(n + j)} %3D a. Find the pdf of Y(n). b. Find Ryy(n) and Syy(f).