Problems 9 and 10 refer to the discrete random variables X and Y whose joint distribution is given in the following table.
Y=-1 |
Y=0 |
Y=1 |
|
X=1 |
1/4 |
1/8 |
0 |
X=2 |
1/16 |
1/16 |
1/8 |
X=3 |
1/16 |
1/16 |
1/4 |
P9: Compute the marginal distributions of X and Y, and use these to compute E(X), E(Y), Var(X), and Var(Y).
P10: Compute Cov(X, Y) and the correlation ρ for the random variables X and Y. Are X and Y independent?
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