If X and Y are two discrete random variables and H(V) represents the entropy of the variable V, then consider the following relations:Select the correct relations using the codesgiven below.R1:H(X)≥H(X|Y)R2:H(X,Y)≥H(X)+H(Y)R3:H(x)−H(Y)=H(X|y)−H(Y|X)

If X and Y are two discrete random variables and H(V) represents the e

1.	If X and Y are two discrete random variables and H(V) represents the entropy of the variable V, then consider the following relations:Select the correct relations using the codesgiven below.R1:H(X)≥H(X\|Y)R2:H(X,Y)≥H(X)+H(Y)R3:H(x)−H(Y)=H(X\|y)−H(Y\|X)
Answer» $I f X a n d Y a r e t w o d i s c r e t e r a n d o m v a r i a b l e s a n d H (V) r e p r e s e n t s t h e e n t r o p y o f t h e v a r i a b l e V, t h e n c o n s i d e r t h e f o l l o w i n g r e l a t i o n s : S e l e c t t h e c o r r e c t r e l a t i o n s u s i n g t h e c o d e s g i v e n b e l o w . R 1 : H (X) \geq H (X \| Y) R 2 : H (X, Y) \geq H (X) + H (Y) R 3 : H (x) - H (Y) = H (X \| y) - H (Y \| X)$

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If X and Y are two discrete random variables and H(V) represents the entropy of the variable V, then consider the following relations:Select the correct relations using the codesgiven below.R1:H(X)≥H(X|Y)R2:H(X,Y)≥H(X)+H(Y)R3:H(x)−H(Y)=H(X|y)−H(Y|X)

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