X	Y	Z	Total
A	45	30	60	135
B	20	10	25	55
C	25	35	50	110
Total	90	75	135	300

Which statement is true about whether $C$ and $Y$ are independent events?

A$C$ and $Y$ are independent events because $P(C \mid Y) = P(Y)$.

B$C$ and $Y$ are independent events because $P(C \mid Y) = P(C)$.

C$C$ and $Y$ are not independent events because $P(C \mid Y)

eq P(Y)$.

D$C$ and $Y$ are not independent events because $P(C \mid Y)

eq P(C)$.