One factor in rating a National Hockey League team is the mean weight of its players. A random sample of players from the Detroit Red Wings was obtained. The weight (in pounds) of each player was carefully measured, and the resulting data have a sample size of 15 with a sample mean of 209 pounds and a sample standard deviation of 11.1 pounds. Assume that the distribution of the weights is normal.
a. Find the 95.5% confidence interval for the true mean weight of the players from the Detroit Red Wings
b. Interpret your answer from the interval above (part a)
c. Calculate the 95.5% lower bound of the true mean weight of the players for the Detroit Red Wings
d. Interpret your answer from the interval above (part b)
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