According to the U.S. National Center for Health Statistics, 25.2 percent of men and 23.6 percent of women never eat breakfast. Suppose that random samples of 125 men and 125 women are taken. Approximate the probability that

(a) At least of 76 of these 250 people never eat breakfast:
$P\lbrace \ge \mbox{76 never eat breakfast} \rbrace \approx$

(b) The number of the men who never eat breakfast is at least as large as the number of the women who never eat breakfast:
$P\lbrace \mbox{men }\ge \mbox{women} \rbrace \approx$