The height of male students at your college/university is normally distributed with a mean of 70 inches and a standard deviation of 3.5 inches. If you had a list of telephone numbers for male students for the purpose of conducting a survey, what would be the probability of randomly calling one of these students whose height is

(a) taller than 6'0"?

(b) between 5'3" and 6'5"?

(c) shorter than 5'0"?

(d) (taller than Shaq O'Neal, the center of the Miami Heat, who is 7'0" tall?