Question: Ernie, who is in charge of the annual estimation run, wants to find out if the males are better at predicting their times than the females are. For Ernie, a person has predicted their time well if they are within one minute of the actual time it took them. He randomly selects 72 males who have participated in the run over the last few years, and finds that 33 of them predicted their time well. He randomly selects 82 females and finds that 29 of them predicted their time well. At the .05 level of significance, can Ernie show that a higher percentage of males predicted their times better than females in the estimation run?