Let s (t) be a periodic square wave as illustrated in the accompanying figure. Suppose a random process is created according to X (t) = s (t €“ T), where T is a random variable uniformly distributed over (0, 1).
(a) Find the probability mass function of
(b) Find the mean function, µX (t).
(c) Find the autocorrelation function, RX, X (t1, t2).
(d) Is this process WSS?

Transcribed Image Text:

A S(0) 2 t