00:01
Two random samples of 20 students were drawn independently from two populations of students, assuming their final exams are normally distributed.
00:08
The following statistics regarding their scores and a final score were obtained.
00:16
So in sample one, we have a mean of 71.
00:22
So we had again a sample mean of 71, that standard deviation of 8, and remember we had that sample size of 20.
00:29
In the second sample, our mean was 72, our standard deviation is 6 .5, again a sample size of 20.
00:44
Test at a 5 % level of significance to determine whether we can infer that the two population variances differ.
00:53
I'm sorry, let me try that again.
00:55
Test at the 5 % significance level to determine whether we can infer that the two population variances differ.
01:04
So in this case, our null hypothesis would be that the variance, and let's write that with the population notation...