Question: Let g : R R be a periodic function with period T, i.e., Define the random process {X(t), t R} as where U

Let g : R ↦ R be a periodic function with period T, i.e.,g(t+T)= g(t), for all t = R.

Define the random process {X(t), t ∈ R} asX(t) = g(t+U), for all t  R,

where U ∼ Uniform(0,T). Show that X(t) is a WSS random process.

g(t+T)= g(t), for all t = R.

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