00:01
In this problem, we are given that there is an event e and the probability of the event e in four different cases are given to us.
00:12
Where in the first case, the probability of the event e, this is equal to 7 by 8.
00:17
In the second case, we have the probability of the event e as 5 by 6.
00:22
In the third case, we have the probability of the event e as 0 .26, and at last, we have the probability of the event e as 0 .26 .6.
00:30
0 .58 and we have to get the odds against the event e as well as the odds for the event e in these four different cases.
00:40
So first let's get the probability of e complement in each case and to get that we just subtract the probability of the event e from 1.
00:48
So doing that we get 1 by 8 in the first case.
00:51
Similarly the probability of e complement in the second case this will be 1 by 6.
00:56
Probability of e complement in the third case this will be equal to 0 .6...