In 2005, a study was conducted to estimate the average body temperature for adults aged 20 through 35. In a random sample of n=50 adults within the given age range, the average body temperature was found to 98.26. Given below is the bootstrap distribution. O Left Tall Two-Tall Right Tall samples = 3000 mean = 98.262 std. error = 0.108 $8 8:8 8................. 97.90 98.00 98.10 98.20 98.30 98.40 98.50 98.60 98.70 98.262 a. Please comment on the center of this bootstrap distribution. (4 points) I b. What does each dot in the distribution represent? (4 points) c. How would we generate one bootstrap sample? What is the size of the bootstrap sample? (4 points) d. What is the motivation behind bootstrapping? (4 points) e. Construct a 95% confidence interval for the average body temperature of adults aged 20 through 35. (4 points) f. Interpret the confidence interval in the context of the problem. (4 points)