Question: Given a random process Y(t) =(A/2)X(t)cos(w,t+0). Let X(t) is a WSS random process independent of e, where e is uniformly distributed random variable over

Given a random process Y(t) = (A/2)X(t)cos(w.t+o). Let X(t) is a WSS random process independent of , where is uniformly distr

Given a random process Y(t) =(A/2)X(t)cos(w,t+0). Let X(t) is a WSS random process independent of e, where e is uniformly distributed random variable over the interval (-t,t), and A and wo are constants. The autocorrelation function of Y(t) can be found as

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