00:01
Hi, i'm david and i'm here to have the answer your question.
00:04
Now let me bring up your question here.
00:07
In the question here, a company has discovered that a recent patch on the batteries had manufacturing flaws and then in the group the 20 batteries covered by the reconfied dead.
00:21
And then two batteries are random chosen from the package of the 20.
00:26
So it means that we will have the box of the 20 batteries and then inside the 25 is that fire that and then we have the 15 are good we want to choose two batteries here randomly and then here we want to do you to want to test the assumption of independent being met here the answer no they're not independence because let's say the first one we drawn the defective and the first one will be defective with the chance of the 5 out of 20 and then the second one defective here the chance will be not will be not 5 over 20 anymore because we have only the 19 left and then we have only 4 defective left so therefore we have the 4 over 19 and so on so therefore the answer here no because here we have the c and d the c says that no because the income the outcome of the first part affect the probability that the second battery is dead.
01:42
That could be good about the second one, no because the battery are chosen at the same time.
01:49
The outcome for one battery cannot affect the probability.
01:54
It could be wrong, so therefore the answer must be the c here.
01:58
Now i want to find the probability for the x is the number of the dead.
02:03
And x will be the number of the good here.
02:06
So to get the zero good means that the two chosen one must be the dead.
02:14
So therefore the first one dead with the chance of the 5 out of 20.
02:19
The second one dead with the chance of the 4 out of 19...