Let e and f be two events that are mutually exclusive and suppose p(e)=.4 and p(f)=.2. compute p(e intersect f)

P (E intersect F) refers to the probability of both events E and F happening at the same time. But since we are told that the events are mutually exclusive, it means that they cannot both occur simultaneously.

Therefore P (E intersect F) = 0

Given that these two events are mutually exclusive, there's no any relation between them, so:



Then, the probability for this problem is given by:

Idon’t see the picture