00:01
Hi, i'm david and i'm here to have you answering your question.
00:03
Now let me bring up your question here.
00:05
In the question here, we are going to discuss about the hypothesis testing.
00:09
Here we'll test the null hypothesis that the mu1 equal to the mu2 versus the alternative hypothesis that the mu 1 will not equal to the mu 2.
00:21
Now we have the question a, we will assume that the population variants are equal and we need to find the critical value.
00:30
And for the equal variance, then we have the critical value.
00:34
It will equal to the plus and minus the t, when the degree of freedom equal to n1 plus n2 minus 2 and the n4 over 2.
00:44
And we will have here the n1 equal to the 18 and 2 equal to 8.
00:49
And then we get equal to the 26 minus 2 will be the 24 degree freedom.
00:55
N5 over 2 and 5 equals equal to 1.
00:57
The value 2 equals 0 .1.
01:00
And to find this value here, let me bring up the t table.
01:09
And i will put the table on the right here.
01:16
And from the table here, what you need to focus on the 24 degree freedom, and add the level 0 .1...