00:01
Hi, i'm david and i'm here to help you answering your question.
00:03
Let me bring up your question here.
00:06
Now in this question we are given the probability and then we discuss about the probability of the fallers.
00:15
So here let me formalize the question here.
00:19
X, it will stand for the feller and then it has a value of the 0.
00:28
It has a value 1, 2, and then 3, and after that more than three it will have the zero probability so we don't have that and then the probability of the failure here so and the zero we get equal to 0 .21 and the 1 we get equal to the 0 .43 and the 2 we have the 0 .28 and then the 3 got the 0 .08 we have to show this probability function as a graph so we can show it here so this doesn't be the x this will be the probability so value here let's say one here two here three here so for the value one we have the this one equal to the 0 .21 now for the value 1 say for the value 0 first so i will put the zero now here a little so to make it clear, so let me bring this one a little bit more here.
01:39
For the zoy i put here, 1, 2 and 3 like this.
01:44
Now for the value 0 we have the 0 .21 and now for the 1 we have the 0 .43 so it's more than double i guess we have here.
01:59
So this one will be the 0 .43 and after that for the 2 we have the 1 .43 and after that for the 2 we have the value 0 .28 so it's a bit bigger.
02:09
This will be the 0 .28 and for the value 3 we have very small one so i took a small one here, equal to 0 .08 and that's going to be the first part and we scan the graph corresponds to the cumulative distribution.
02:27
So cumulative distribution it will be adding up the probability...