Given a random process x(t) = kt, where k is an RV uniformly distributed in the...
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Given a random process x(t) = kt, where k is an RV uniformly distributed in the range (-1, 1). (a) Sketch the ensemble of this process. (b) Determine x(f). (e) Determine Ry(t1, 12). (d) Is the process wide-sense stationary? (e) Is the process ergodic? (f) If the process is wide-sense stationary, what is its power P, (that is, its mean square value 2ny? Given a random process x(t) = kt, where k is an RV uniformly distributed in the range (-1, 1). (a) Sketch the ensemble of this process. (b) Determine x(f). (e) Determine Ry(t1, 12). (d) Is the process wide-sense stationary? (e) Is the process ergodic? (f) If the process is wide-sense stationary, what is its power P, (that is, its mean square value 2ny?
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