00:01
Hello students, in the first question, 90 % confidence interval for mu, the population mean, the options are given, always contains x bar and creates by process that will yield an interval does not contain mu 10 % of time.
00:23
And third option, that is the confidence interval is wider if the standard deviation is used, then if sigma, then the population standard deviation is unknown and use it.
00:37
So all the three options are correct.
00:39
So the answer is option 4, option 4, that is all of these.
00:54
So now the question 19, question 19, the sampling, after sampling 16 members, the normal population you find population mean equal to 50 and the sample standard deviation is 10.
01:14
So we asked you to construct 95 % confidence interval.
01:20
So the explanation for this is given n is equal to 16 and x bar is equal to 50 and s is equal to 10 and confidence level is 95%.
01:34
So using t distribution with 16 minus 1 degrees of freedom, that is 15 degrees of freedom, the critical value of t is minus 2 .131 and 2 .131...