Find the mean and mean-square value of the process

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Reference no: EM13276199

A random process has sample functions of the form
X(t)=Ycos(ω0t+θ)

where ω0 is a constant, and Y, θ are statistically independent random variables. Assume that Y has a mean value of 3 and a variance of 9, and that θ is uniformly distributed from -π to π. Find the mean and mean-square value of the process.

Reference no: EM13276199

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