Question 3 We are given the random process X (t) = u(t)A cos (0,t +0 ) where A and a, are constant and e is a random variable uniformly distributed on the interval (0, T). U(t) is the unit step...

Question 3 We are given the random process X (t) = u(t)A cos (0,t +0 ) where A and a, are constant and e<br>is a random variable uniformly distributed on the interval (0, T). U(t) is the unit step function.<br>(a) Is X (t) wide sense stationary? Find the power in X (1), also find the power spectrum of X (t) and<br>calculate power. Do the two powers agree?<br>

Extracted text: Question 3 We are given the random process X (t) = u(t)A cos (0,t +0 ) where A and a, are constant and e is a random variable uniformly distributed on the interval (0, T). U(t) is the unit step function. (a) Is X (t) wide sense stationary? Find the power in X (1), also find the power spectrum of X (t) and calculate power. Do the two powers agree?

Jun 10, 2022

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Question 3 We are given the random process X (t) = u(t)A cos (0,t +0 ) where A and a, are constant and e is a random variable uniformly distributed on the interval (0, T). U(t) is the unit step...

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