The distribution of the heights of the female students at a certain high school is approximately normal with a mean of 65 inches and a standard deviation of 3.5 inches Six members of the school’s volleyball team graduated last year, including its three tallest members. Before the next season begins, Ms. Harrison, the high school volleyball coach, begins a recruitment program to replace all six members, but she is especially interested in students with heights greater than 72 inches. What is the approximate probability that a female student selected at random from the female students at the high school will have a height that is greater than 72 inches?