ANswer Question 4 with all four parts including an explaination. Please ignore my claculations and the answers that I have posted in the blanks. **Question 4**Student advisors are interested in determining if the variances of the scores of day students and night students are the same. The following samples are drawn. Day (population 1): \( n_1 = 25, \, s_1 = 9.8 \); Night (population 2): \( n_2 = 31, \, s_2 = 14.7 \). Let \(\sigma_1\) and \(\sigma_2\) be the respective population standard deviation.We want to test the null hypothesis that \(\sigma_1^2 = \sigma_2^2\) with 0.05 as significant level. Use \(\frac{s_1^2}{s_2^2}\) as your test statistic. Please answer the following questions using decimal. Do NOT use, for example, "10.2%" as your answer. Instead, type 0.102 as your answer.- The observed value of the test statistic is \(\boxed{2.25}\) (round to the nearest ten thousandth)- The p-value of this hypothesis test is \(\boxed{0.977}\) (round to the nearest thousandth)- The smaller critical value of the test statistic is \(\boxed{0.468}\) (round to the nearest thousandth)- The larger critical value of the test statistic is \(\boxed{2.209}\) (round to the nearest thousandth)

Name: ANswer Question 4 with all four parts including an explaination. Pleas
Uploaded: 2024-03-20T07:07:12.000Z
Channel: Bartleby
Description: ANswer Question 4 with all four parts including an explaination. Please ignore my claculations and the answers that I have posted in the blanks. **Question 4**Student advisors are interested in determining if the variances of the scores of day studen