Problem 2. Consider a random process x(t) = A cos(2nfet + 0) Where 0 and A...

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Problem 2. Consider a random process x(t) = A cos(2nfet + 0) Where 0 and A are constants and fe is an RV uniformly distributed over the range (0,100). Determine: a) Sketch the ensemble of this random process. b) The mean value. c) The autocorrelation function. d) Is the process wide sense stationary? Problem 2. Consider a random process x(t) = A cos(2nfet + 0) Where 0 and A are constants and fe is an RV uniformly distributed over the range (0,100). Determine: a) Sketch the ensemble of this random process. b) The mean value. c) The autocorrelation function. d) Is the process wide sense stationary?