A biologist observes these data on number of positive COVID tests per day, for 5 consecutive weekdays starting with Monday, for three classrooms. x = Weekday A B C Monday 5 10 0 Tuesday 5 2.5 8 Wednesday 5 2.5 7 Thursday 20 15 28 Friday 28 24 35 Set up an ANOVA type model and test for the presence of a difference in infections across classrooms in the presence of weekday differences. Questions 1-10 refer to this page: 1. The design is unbalanced? 2. The design is balanced? 3. The null hypothesis of equal classroom infections is rejected via a two way ANOVA? 4. Compute the SST 5. Compute the SST r for classroom differences 6. Compute the SST r for the weekday differences 7. Compute the observed f statistic 8. The critical f statistic at = .05 for these numerator and denominator degrees of freedom is less than the observed f statistics from these data? 9. Fishers LSD identifies which weekday pairs as unequal? (not just a T/F question) 10. The within classroom variances are unequal?