Let X(t) be a complex-valued random process defined as X(t) = Ae³(wt+0), where j = √-1, ~ U (0, 2π), and A is a random variable independent of with E[A] = µ and Var(A) = o². (i) Find the mean function of X(t), µx(t). (ii) Find the autocorrelation function of X(t), Rx (t₁, t₂).

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