The table below presents observations from a randomized experiment to evaluate the effects of a drug on body temperature. We have six observations in total (in Celsius); 3 patients were treated with the drug (T = l) and 3 were not (T = 0). Observation Y,- (0) Y,- (1) 1'} Observed outcome 1 36.4 0 36.4 2 38.2 1 38.2 3 37.1 1 37.1 4 37.3 0 37.3 5 36.0 0 36.0 6 37.6 1 37.6 Q1 : Under the assumption that the number of treatment and the number of control units are equal, how many more possible treatment assignments would there be if 10 patients are observed instead of 6? (A treatment assignment is one way of assigning patients into either the treatment or control group. For example, in the table above, the treatment assignment is that Observations 1, 4, 5 are in the control group, and Observations 2, 3, 6 are in the treatment group.) Difference in number of assignments: 02: You will conduct a Fisher Exact Test, and you will use the test statistic to be the absolute difference in means by treatment status. What is the value of our statistic for this observed data? (Enter your answer correct to 2 decimal places.) Conduct a Fisher Exact test in R and enter the p-value of the test below. (Enter an answer correct to at least 1 decimal place.) p-value: Q3: To avoid double jeopardy, let p be the p-value of the Fisher Exact test above, and suppose p