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A random process X t has the following member functions

A random process X (t) has the following member functions: x1 (t) = – 2cos (t), x2 (t) = – 2sin(t) x3 (t) = 2[cos( t) + sin(t)] x4(t) = [cos (t) – sin(t)]. Each member function occurs with equal probability.

(a) Find the mean function, µX (t).

(b) Find the autocorrelation function, RX, X (t1, t2).

(c) Is the process WSS? Is it stationary in the strict sense?

(a) Find the mean function, µX (t).

(b) Find the autocorrelation function, RX, X (t1, t2).

(c) Is the process WSS? Is it stationary in the strict sense?

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