00:01
The first question, we want to assume that the mean red blood cell count is 4 .8.
00:07
And alternately, it is actually less than 4 .8.
00:11
And it is a t test and a one sample t test.
00:16
And we would find our t value, which is only going to have five degrees of freedom by taking the mean that they got minus the mean they're assuming divided by that standard air, which is 0 .28, divided by the square root of the sample size of six.
00:30
And that value comes out to be.
00:37
And let me make one little correction in here.
00:40
Oh, goodness, i got to make a whole bunch of corrections.
00:43
I put some other data in.
00:46
And i thought it maintained the data, and it did not.
00:51
So, all right.
00:54
And we end up getting that test statistic comes out to be negative 3.
00:58
Basically, 50.
00:59
And the likelihood of getting a p value like that or lower comes out to be very, very small.
01:07
0 .0086.
01:09
And so your significance level for this first one happens to be at a 5 % level.
01:18
And this is definitely smaller than that 0 .05 alpha level.
01:23
So you would have that strong evidence to reject the null.
01:28
And therefore conclude that it does appear as though her blood count is lower than 4 .8.
01:35
Now, in your second question, you would be assuming that the proportion is equal to 0 .02, 2 % for false positive...