Does that imply that x and y are independent

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Reference no: EM131342959

Independence and correlation functions

We have shown that if the random variables A and B were independent and F(A) and G(B) were numerical functions defined on A and B, then

Suppose have two random numbers, X and Y , and we know that:

Does that imply that X and Y are independent? Provide a proof or counter-example.

Reference no: EM131342959

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