Zero Covariance Trap

Let $X$ be uniform on ${-1, 0, 1}$ and let $Y = X^2$ . Which statement correctly describes the relationship between $X$ and $Y$ ?

X and Y are both uncorrelated and independent

Cov(X,Y) is undefined since Y is deterministic given X

X and Y are uncorrelated but not independent

X and Y are independent

X and Y are correlated and dependent