Show that (a) Rx(t) = R(t). (b) If x(t) = f(t)+m and y(t) = g(t)+m2, show that

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Show that

(a) Rx(t) = R(t).

(b) If x(t) = f(t)+m and y(t) = g(t)+m2, show that Rxy(t) = mm, where the average values for f(t) and g

(f) are zeroes.

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