Question: 7.29. Let the random process Y (t) be given as Y(t) = X(t) + 0.3 dx(t) dt where X(t) is a random process with mean

7.29. Let the random process Y (t) be given as Y(t) = X(t) + 0.3 dx(t) dt where X(t) is a random process with mean function ux (t) = 5t, and covariance function 02 Kxx (t1, t2) 1 + alt - to)2' a> 0. (a) Find the mean function My (t). (b) Find the covariance function Kyy (t1, t2). (c) Is the random process Y (t) wide-sense stationary (WSS) ? Why
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