The events X X\,X and Y Y\,Y are such that P(X)=0.4P(X) = 0.4P(X)=0.4 and P(X∪Y)=0.8P(X \cup Y) = 0.8P(X∪Y)=0.8.
Find P(X′∩Y′)P(X' \cap Y')P(X′∩Y′).
Find P(X′∩Y)P(X' \cap Y)P(X′∩Y).
Given also that the events X X\,X and Y Y\,Y are independent, find P(Y)P(Y)P(Y).
Find P(X′∪Y′)P(X' \cup Y')P(X′∪Y′).