Let X(t) be a continuous-time random process, defined as X(t) = Acos(t + B), where A ~ U(0, 2) and B ~ U(0, 27). (a)
Let X(t) be a continuous-time random process, defined as X(t) = Acos(t + B), where A ~ U(0, 2) and B ~ U(0, 27). (a) Find the mean function /x(t). (b) Find the correlation function Rx(1, t2). (c) Is X(t) stationary in a weak sense
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