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i. X(1) and X2) are independent if and only if E12 ii. The conditional distribution of x() given X@) = x2) is N(µ") + E12E„ (x2) – με)), Σ1-Σ12Σ Σ). h particular E(X®jx@ = x®) = µ0 + £12£ (x®) – µ). -(1) %3D

i. X(1) and X2) are independent if and only if E12 ii. The conditional distribution of x() given X@) = x2) is N(µ") + E12E„ (x2) – με)), Σ1-Σ12Σ Σ). h particular E(X®jx@ = x®) = µ0 + £12£ (x®) – µ). -(1) %3D

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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i. X(1) and X2) are independent if and only if E12 ii. The conditional distribution of x() given X@) = x2) is N(µ") + E12E„ (x²) – μο) , Σ1 -ΣΣ Σ ) . h paricular E(X®jx@ = x®) = µ® + £12£ (x®) – µ). -(1) %3D
Transcribed Image Text:i. X(1) and X2) are independent if and only if E12 ii. The conditional distribution of x() given X@) = x2) is N(µ") + E12E„ (x²) – μο) , Σ1 -ΣΣ Σ ) . h paricular E(X®jx@ = x®) = µ® + £12£ (x®) – µ). -(1) %3D
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