6) The joint probability density function of two random variables, X and Y is given by [2 - 2pry + y²] 202 1 fay(r, y) : -00 < 1, y< 00. If -1

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6) The joint probability density function of two random variables, X and Y is given by
1² – 2pxy + y²
202
- 00 <I, y < 00.
Szy(r, y) =
2no1- p
If -1 <p<1 and p#0, are X and Y independent? Justify your answer.
b) (
If p= 0, are X and Y independent? Justify your answer.
Transcribed Image Text:6) The joint probability density function of two random variables, X and Y is given by 1² – 2pxy + y² 202 - 00 <I, y < 00. Szy(r, y) = 2no1- p If -1 <p<1 and p#0, are X and Y independent? Justify your answer. b) ( If p= 0, are X and Y independent? Justify your answer.
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