00:01
In this question, we have been given that we are having the x value as well as probability of x value.
00:06
So, when the x value is 6, then the probability of x is 1 divided by 2 and when it is 7, then it will be here 1 divided by 8 and now when it is here 8, then it will be here we can say 3 divided by 8.
00:19
So, now we can say there are two conditions that needed to be satisfied for any distribution to be called as we can say probability distribution.
00:28
So, those two conditions are, first one is that the probability of x should be less than equals to 1 and it will be here greater than equals to 0.
00:37
So, this is the first condition.
00:39
Now, let us see what is the second condition and the second condition is that the sum of all the probability values will be here equals to 1.
00:47
So, if these two conditions are satisfied, then any distribution can be called as probability distribution.
00:53
So, here the first condition is satisfied because all the probability values are between 0 and 1.
01:00
Now, let us see if the second condition is satisfied or not...