Answer the following questions

2. We want to compare the mean flower lengths across four varieties of a tropical flower (Bihai, Red, Yellow, and White). So we took a random sample of 60 flowers (15 of each variety) and calculated the following: Sums of Squares: Variety: 527.80 Total: 681.50 a. Write the appropriate hypotheses for this analysis. b. Fill in the ANOVA table below. df SS MS F-stat p-value Variety Error Total c. What can you conclude about the mean flower lengths of these four varieties of tropical flower? Given: Faf=3,56 = 2.79 60 d. What percent of variation in flower lengths is explained by variety?d. What percent of variation in flower lengths is explained by variety? e. Suppose the ANOVA showed a significant difference in mean flower length across the 4 varieties, so we ran a post-hoc analysis with the following results. Which varieties would you say have significantly different mean flower lengths? Why? Test p-value Bihai vs. Red