Question: **could not format into text, so screenshots are provided** An experiment was done to study how different sandwich llings might affect the mean number of

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An experiment was done to study how different sandwich llings might affect the mean number of ants attracted to pieces of a sandwich. The students running this experiment also varied the type of bread for the sandwiches, randomizing between four types: Multigrain, Rye, Wholemeal, and White. The ant counts in 6 trials and summary statistics for each type of bread and the 24 trials as a whole are given in Table 1 and stored in SandwichAnts. Bread Ants Mean Std.Dev. Multigrain 42 22 36 38 19 59 36.00 14.52 Rye 18 43 44 31 36 54 37.67 12.40 Wholemeal 29 59 34 21 47 65 42.50 17.41 White 42 25 49 25 21 53 35.83 13.86 Total 38.00 13.947 Table 1 Numbers of ants by type of bread (a) Use the summary information to compute the three sums of squares needed for using ANOVA to test for a difference in mean number of ants among these four types of bread. Round your answers to one decimal place. (b) Use the sums of squares from part (a) to constuct the ANOVA table and complete the details for this test. Fill in the following ANOVA table. Enter exact answers for degrees of freedom, round your answer for the F-statistic to two decimal places, and round all other answers to one decimal place. Source df 55 MS F-Statistic What is the p-value? Round your answer to three decimal places. El p-va.ue= [:1 the absolute tolerance is +/-0.001

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