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Cross-Covariance MCQ Quiz - Objective Question with Answer for Cross-Covariance - Download Free PDF

Last updated on Apr 17, 2025

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Cross-Covariance Question 1:

Two random processes $X (t)$ and $Y (t)$ are said to be orthogonal if

Cross correlation $R_{X Y} (τ) = 0$
Cross covariance $C_{X Y} (τ) = 0$
$R_{X Y} (τ) = R_{Y X} (- τ)$
$C_{X Y} (τ) = C_{Y X} (- τ)$

Answer (Detailed Solution Below)

Option 1 :

Cross correlation $R_{X Y} (τ) = 0$

Two processes are said to be orthogonal if their cross-correlation is zero and they are said to be uncorrelated if their cross–covariance is zero. And c and d are true in general for a WSS signal.

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Cross-Covariance MCQ Quiz - Objective Question with Answer for Cross-Covariance - Download Free PDF

Latest Cross-Covariance MCQ Objective Questions

Top Cross-Covariance MCQ Objective Questions

Cross-Covariance Question 1:

Answer (Detailed Solution Below)

Cross-Covariance Question 1 Detailed Solution

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