00:01
The problem says that there is a person ragge miller and he could score from the free throw line, 89 % of time.
00:13
Now this person is playing in a game and he is fouled and has got to shoot two.
00:21
We need to calculate the probability that he will score at least one of the shots and we can assume that the result of each free throw is independent of the result of the other free throw.
00:44
So based on the given information we can say that the probability that he will score and i am representing it as ps and this is equals to 89 % or we can write it as 0 .89.
01:00
So from here, the probability that he will miss can be calculated as 1 minus probability that he will score, which means 1 minus ps.
01:14
Hence the probability of missing pm is equals to 1 minus 0 .89, which is equals to 0 .11.
01:27
Now let's calculate the probability of missing both of the shorts and i am representing it as pb.
01:36
So probability of missing both of the shots and this will be equals to pm times pm.
01:45
So we can write it as 0 .11 times 0 .11...