For the events CCC and DDD, it is given that:
P(C′∩D)=0.35andP(C′∩D′)=0.25 P(C' \cap D) = 0.35 \quad \text{and} \quad P(C' \cap D') = 0.25 P(C′∩D)=0.35andP(C′∩D′)=0.25Find P(C)P(C)P(C).
Find P(C∪D)P(C \cup D)P(C∪D).
Given that P(C∣D)=0.125P(C|D) = 0.125P(C∣D)=0.125,
find P(C∩D)P(C \cap D)P(C∩D).
Determine whether or not CCC and DDD are independent.