Sixty two percent of a firm's employees are men. Suppose Four of the firm's employees are randomly selected.

a. What is more likely, finding three men and one woman or two men and two women?

• Finding two men and two women is more likely.
• Finding three men and one woman is more likely.
• The probabilities of finding three men and one woman, and two men and two women are the same.

b. Do you obtain the same answer as in part a if 65% of the firm's employees had been men?

• Yes, finding three men and one woman is more likely.
• No, finding three men and one woman is more likely.
• Yes, finding two men and two women is more likely.