In: Math
A Mission college administrator claims the population mean for student’s commute time is 30 minutes. A sample of 144 Mission College students shows a sample mean commute time = 32 minutes with sample standard deviation s = 12 minutes. Can you show at 99% confidence that the administrator’s claim is wrong? Before doing the problem, you must show that the problem meets the requirements for performing the test. Be sure to show your null and alternate hypothesis, show your test statistic and critical region, and state your conclusion clearly: could the administrator’s claim be true? YES or NO
Please show steps in Ti84 calculator, if applicabl
Let denotes the average commute time.
Conclusion : There is sufficient evidence to accept the administrator’s claim that the population mean for student’s commute time is 30 minutes at 99% confidence level r at 1% significance level.
To compute P-value in TI 84 : 1 - tcdf(E-99, 2, 143)
To compute critical value in TI 84 : invT(0.995, 143)