+4 There are 14 female board members and 13 male board members. If a committee of 9 members is randomly chosen, what is the probability that the committee has exactly 4 females?
+591 There are 14 choose 4 = 1001 times 13 choose 5 = 1287 = 1288287 possible ways for the committee to have 4 females and 5 males, and there are 27 choose 9 = 4686825 possible ways in total, so there are 1288287/4686825 ≈ $\boxed{0.27487}$
+591 There are 14 choose 4 = 1001 times 13 choose 5 = 1287 = 1288287 possible ways for the committee to have 4 females and 5 males, and there are 27 choose 9 = 4686825 possible ways in total, so there are 1288287/4686825 ≈ $\boxed{0.27487}$
