Question 2 10.5 pts A researcher wants to determine if the time of day that a college course is offered has an effect on student performance. She offers the same course at three different times with one group of students taking the class in the morning, another set of students taking the course in the mid-afternoon, and the last group of students taking the course in the evening. She compares the academic performance of each class using the scores from their final exams, with the results presented below. Use an ANOVA with a = .05 to evaluate the mean difference between treatments. (10.5 total points) 9:00am class 12:30pm class 5:00pm class m = 20 ng = 23 N - 61 M1 = 82 M2 - 77 M3 - BB G - 5050 551 = 160 552 - 224 553 = DD EX2 - 419778 T1 = 1640 T2 - 1386 T3 - 2024 A. Which type of ANOVA test (independent-measures or repeated-measures) should you use to analyze this data? (1 point] B, State the Ho and He in symbols. (1 point) C. Report the F value that defines the critical region. (1 point) D. Present the results table with all of your computational results. (4.5 points) E. State the statistical decision to be made. (1 point) F. Write that decision in appropriate APA format. (1 point) G. True or False: A post hot test would be necessary to further understand and interpret these results. (1 point) Edit View Insert Format Tools Table 12pt w Paragraph BI