00:01
Hello student, in the given question in part a, the probability of model for this experiment can be written as follows.
00:42
The probability of the two dials, the possible outcomes and their associated probabilities are x equals to 1, x equals to 1, then p of x equals to 1, which is equals to 1 upon 32.
01:28
If p of x equals to 2, then p of x equals to 2, which is equals to 3 by 32.
01:38
If x equals to 3, then p of x equals to 3, which is equals to 5 upon 32.
01:49
If x equals to 4, then p of x equals to 4, which is equals to 7 upon 32.
02:01
Similarly, up to x equals to 8, the odd numbers come on numerator and upon 32 come on denominator.
02:08
As x equals to 5, p of x equals to 5, which is equals to 9 upon 32.
02:14
For p of x equals to 6, 11 upon 32.
02:21
For p of x equals to 7, 13 upon 32.
02:27
For p of x equals to 8, 15 upon 32.
02:36
Here x equals to 6, x equals to 7, x equals to 8...