00:01
In this problem, they chose a sample of 25 freshmen and nursing students that had a mean score of, they chose 25, and they had a mean score of 77 on a measurement of attitude with a standard deviation of 10.
00:17
Now, the mean of the population is supposed to be 80.
00:21
So they want to know if this sample in a way shows with a level significance of 0 .05 that the mean is.
00:30
It's less than 80.
00:32
So the way we do this is a hypothesis test.
00:35
We design our no hypothesis, you know, alternate hypothesis.
00:41
The no hypothesis always has the equal sign.
00:44
So we are saying, well, no, the mean, even though this is left than 80, it's not less enough.
00:49
So the mean is 80.
00:49
So it's the mean is 80.
00:51
So that's what the no hypothesis is that this does not demonstrate anything.
00:56
Whereas the alternate hypothesis is always the claim.
00:59
Yeah, this demonstrates that mean is less than 80.
01:04
So here we're going to do hypothesis testing, and in this case we're going to use a t -teth because the sample is small.
01:12
It's less than 30.
01:13
You do a t -test...