please see attached picture, including sas code and output. thank you so much

Five different washing solutions are being compared to study their effectiveness in retarding bacteria growth in vegallon milk containers. The analysis is done in a laboratory, and only ve trials can be run on any day. Because days could represent a potential source of variability, the experimenter decides to use a randomized block design. Observations are taken for four days, and the data are shown here. Analyze the data from this experiment and draw conclusions. Day Solution 1 2 3 4 W 16 24 17 44 5 4 1 22 8 6 5 28 20 29 24 50 \"theater- a. [3] Write the model equation, assumptions and constraints. b. [3] Estimate all parameters of the model in part (a). c. [6] Write the hypotheses of the test of this design and draw conclusions for the test(s) with the two approaches discussed in the class. d. [2] What does the model in part (a) assume about the interaction between day and solution? d. [5] Write the null hypothesis of the test for pairwise comparison. Compute the cutoff value for Tukey's comparison test and interpret the results of the Tukey's test of all pairwise comparisons. e. [3] Suppose that this is a minimization problem. What washing solution(s) do you recommend? f. [3] Analyze the residuals from this experiment. Are the analysis of variance assumptions satised