00:01
Hello, let's solve the problem.
00:03
First, this problem is a right -tailed test because it is of greater than value.
00:19
So, let us discuss the first part of the problem which is the null and alternative hypothesis.
00:43
It is h0 over mu is equal to 120 and the alternative hypothesis ha mu value is greater than 120 and here the alpha is given as 0 .10 level of significance.
01:10
Therefore, z alpha is equal to z of 0 .10 and its stable value is 1 .2h.
01:23
This is the known value.
01:26
Therefore, we know that the critical value that is the z value is equal to 1 .2h.
01:43
This is obtained from the normal z table.
01:49
So, that is the first part of the problem that is the null and the hypothesis and the critical value is the second part of the problem.
01:58
Now, we are going to enter into the third part of the problem where we have to identify the test statistic which is z value.
02:13
So, that is given by the formula x bar minus mu by sigma by root n...