00:01
Hi, i'm david and i'm here to help you answer your question.
00:03
Now let me bring up your question here.
00:06
In the question here, when you reveal about the binomial distribution, let me remind you that if the x that followed by the binomial with the n and the p, and then expected on the x, it will equal to n times b.
00:20
Also the probability the x equal to k, it will equal to n choose k, b b, b, 0 ,000, minus k.
00:30
In this question here we have 79 % of the house one has the access to the internet, so b equals upon 79.
00:37
And in the question a, we're given n equals to the 100, and then if we call the x, it will equal to the number of the house one having the internet.
00:59
And then we see x will follow by the binomial with the n equals to 100, b equals 79.
01:06
And the question asked if you find expected under x, so by the formula equal to n terms b, then you get equal to the 79, and that's going to be the answer for the a.
01:19
For the b and c, we have n equal to the 20.
01:22
So x now followed by the binomial, n equals 20, and the p equal to the 179.
01:30
And the question p is going to find the probability that is only 14, so x equal to the 14.
01:36
It will apply the formula here.
01:39
We will have the 20 -12 -14, 0 .179 power 14...