Consider two random processes x(t) = 3cos(wt + 0) and y(t) = 2 cos(wt +0-T/2), where is a random variable distributed in (0,27). Prove that |R (T) ≤√ R XY Scanned with CamScanner XX (0) Ryy (0). YY

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Consider two random processes
x(t) = 3cos(wt + 0) and y(t) = 2 cos(@t+0 - π/2), where is a random variable distributed
in (0,27). Prove that Rx (T) ≤√√Rxx (0) Ryy (0).
XY
XX
YY
CS Scanned with CamScanner
Transcribed Image Text:Consider two random processes x(t) = 3cos(wt + 0) and y(t) = 2 cos(@t+0 - π/2), where is a random variable distributed in (0,27). Prove that Rx (T) ≤√√Rxx (0) Ryy (0). XY XX YY CS Scanned with CamScanner
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