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3. Suppose X, Y are discrete random variables taking values in -1,0,1) and their joint probability mass function is 0 0 0 where a, b are two positive real numbers. (i) Find the values of a and b such that X and Y are uncorrelated (ii) Show that X and Y cannot be independent

0 0
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Answer #1

Crivern, Or o a b a+b alu E (Y)--(a+b)+(a+b)=6 ence b;@tb)-63) s(-1/0 ), (0,1) ((V-İ)-3 XY b inde pendent

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3. Suppose X, Y are discrete random variables taking values in -1,0,1) and their joint probability...
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