00:01
In this problem we are given that there are two events, e and f, and they are given to be independent events, such that the probability of the event f, this is equal to 0 .35.
00:15
Probability of e intersection f, that's equal to 0 .154, and we have to get the odds against the event e, which we have represented with o of e -dash.
00:26
So first, we see that the two events, which we have here, they are independent events.
00:30
Dependent events.
00:32
Now that means the probability of e intersection f, this will be equal to the product of the probabilities of the two events.
00:40
And now let's put the values.
00:41
So doing that, we get 0 .154 equal to probability of the event e into 0 .35.
00:48
And after we solve this equation, we will get the probability of the event e as 0 .44...