answer please! the attachments are to be read bottom to top sorry

Following complaints about the Express Bike Network, the City of Montreal concludes that one of the axes must be removed. Based on the traffic volume data presented below, which axe has the lowest volume? (8 points) Bike traffic volume (bicycles/hour) Berri Peel Viger Souligny 12 12 12 7 10 10 9 10 9 11 12 8 12 9 11 7 First set of calculations Axes Mean of axes Overall mean (X. ) (X) (X1-x ) ( X 1 - x ) 2 Berri 10.75 10.06 0.69 0.48 Peel 10.5 10.06 0.44 0.19 Viger 11 10.06 0.94 0.88 Souligny 8 10.06 -2.06 4.24 Sums 40.25 40.24 0 5.79Second set of calculations Volume Overall mean Axes (X) (X) ( X-X ) (X - X)2 Berri 12 10.06 1.94 3.76 Berri 10 10.06 -0.06 0 Berri 9 10.06 -1.06 1.12 Berri 12 10.06 1.94 3.76 Peel 12 10.06 1.94 3.76 Peel 10 10.06 -0.06 0 Peel 11 10.06 0.94 0.88 Peel 9 10.06 -1.06 1.12 Viger 12 10.06 1.94 3.76 Viger 9 10.06 -1.06 1.12 Viger 12 10.06 1.94 3.76 Viger 11 10.06 0.94 0.88 Souligny 7 10.06 -3.06 9.36 Souligny 10 10.06 -0.06 0 Souligny 8 10.06 -2.06 4.24 Souligny 7 10.06 -3.06 9.36 Sums 161 160.96 0 46.88 a) Give the treatment mean square (0.8 points) Answer:D) Give the error mean square (0.8 points) Answer: c) Using the formula sheet provided with the final exam, give the formula number used to calculate the test statistic. (0.8 points) Answer: d) Give the value of the test statistic (1 points) Answer:e) Give the critical value (1 points) Answer: f) Do you accept or do you reject Ho? (1.3 points) O a. You accept Ho. All axes have the same mean bike traffic volume. O b. You reject Ho. At least one mean bike traffic volume differs from the other ones. O c. You accept Ho. At least one mean bike traffic volume differs from the other ones. O d. You reject Ho. All axes have the same mean bike traffic volume.g) If applicable, give the least significant difference (write 0 (zero) if this is not applicable) (1 points) Answer: h) Based on the results of the LSD test, what is your conclusion? Please note that the answer must be supported by the results of one or two statistical tests. (1.3 points) O a. The mean traffic volume of the axis Souligny is significantly lower. O b. The question is not relevant because the ANOVA shows that all means are equal. O c. The mean traffic volume of the axis Viger is significantly higher. O d. The mean traffic volume of the axes Berri and Viger are significantly higher