Refer to the figure, histogram of nba player heights, 2012-1319, where the z-axis shows heights
in inches

(a) describe the shape of the data distribution, using any of the following word(s) that apply:
normal, right-skewed, left-skewed, uniform, bimodal. explain.

(b) the mean height of nba players in 2012-13 was 79.12 inches. based on the shape of the data
distribution, do you think the mean is greater or less than the median player height? explain.

(c) if an nba player is selected at random from the list of all 2012-13 players, approximately
what is the probability that he is between 76 and 80 inches tall?

(d) if an nba player is selected at random from the list of all 2012-13 players, approximately
what is the probability that he is less than 74 inches tall?