00:01
Hello student, in the given question we have find out the p -value for each of the following situation.
00:09
So, situation a is ha means our alternative hypothesis mu is greater than mu naught, degrees of freedom is 19, p is equals to 2 .565.
00:25
So, we have to find out the p -value.
00:29
Since the alternative hypothesis is right tail test, we need to find out the area of right tail, p equals to 2 .565.
00:46
So, using a t -table or a calculator, we have to find out the p -value is equals to probability of t is greater than 2 .565.
01:01
From the t -table, we get a value as 0 .005.
01:09
So, p -value for first condition is equals to 0 .005.
01:22
Now, in second condition, the given is ha means alternative hypothesis is mu is less than mu naught, degrees of freedom is equals to, degrees of freedom is not given here, n equals to 28 and t equals to 2 .343.
01:50
We have to find out the p -value.
01:55
So, the alternative hypothesis is left tailed...