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If the 2n RVs A, and B, are uncorrelated with zero mean and E(A²,) = E(B²,) = %3D o, show that the process X(t) = £ (A, cos w, I+ B, sin w, t) is wide-sense stationary. What are the mean and autocorrelation of X(t)?

If the 2n RVs A, and B, are uncorrelated with zero mean and E(A²,) = E(B²,) = %3D o, show that the process X(t) = £ (A, cos w, I+ B, sin w, t) is wide-sense stationary. What are the mean and autocorrelation of X(t)?

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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If the 2n RVs A, and B, are uncorrelated with zero mean and E(A²) = E(B²,) = o, show that the process X(t) = 2 (A, cos w, i + B, sin a, t) is wide-sense stationary. What are the mean and autocorrelation of X(t)?
Transcribed Image Text:If the 2n RVs A, and B, are uncorrelated with zero mean and E(A²) = E(B²,) = o, show that the process X(t) = 2 (A, cos w, i + B, sin a, t) is wide-sense stationary. What are the mean and autocorrelation of X(t)?
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