Please refer to the ANOVA question attached below and provide appropriate answers for the sub-parts asked. The rubric for answering is also attached for your assistance. Thank you for your help!

In a study conducted by the Department of Health and Physical Education at Virginia Tech, 3 diets were assigned for a period of 3 days to each of 6 subjects in a randomized complete block design. The subjects, playing the role of blocks, were assigned the following 3 diets in a random order: Diet 1: mixed fat and carbohydrates, Diet 2: high fat, Diet 3: high carbohydrates. At the end of the 3day period, each subject was put on a treadmill and the time to exhaustion, in seconds, was measured. Perform the analysis of variance, separating out the diet, subject, and error sum of squares. Use a P-value to determine if there are signicant differences among the diets, using the following recorded data. SUBJECT DIET l 1 2 3 4 5 s 1 84 35 91 57 56 45 2 91 48 71 45 61 61 3 122 53 110 71 91 122 Your answer: 1) What is the type of the experiment design? 2) What is the proper model for this ANOVA? Is it oneway or two way? 3) Write your hypothesis. 4) Test the hypothesis that the 3 diets have the same effect on subjects' exhaustion time at the d=0.05 level of signicance: (a) Complete the ANOVA table ANOVA table = 'Source' '89 'df' 'MS' 'F' 'Prob>F' 'Columns' [6.0333e+03] [ 1 [1206.66] [ 1 [41.05 1 'Rows' [4.2970e+03] [ 1 [2148.5] [11.86 1 1 1 'Error' [1.8117e+03] [ 1o 1 [181.17] 'Total' 1 121421 [ 1 (b) Which Pvalue should you use for your decision? (c) What is your decision? (cl) State your statistical conclusion