1. A set of 15 cards is numbered 1, 2, 3, …, 15. Suppose you choose one card at random without looking. What is the probability of choosing an odd-numbered card? A. B. C. D. Hint 2. A penny is flipped 50 times. The chart below shoes the outcomes of the experiment. What is the experimental probability of the penny turning up tails? A. B. C. D. Hint 3. Design a pair of dice so the probability that a player using Die A scores a point on a turn is . A. Put a 5 on each face of Die A. Put a 1 on three faces of Die B and a 2 on the other three faces. B. Put a 2 on four faces of Die A and a 4 on the other two faces. Put a 5 on each face of Die B. C. Put a 3 on each face of Die A. Put a 5 on two faces of Die B and a 2 on the other four faces. D. Put a 1 on three faces of Die A and a 6 on the other three faces. Put a 3 on one face of Die B and a 5 on the other five faces. Hint 4. Suppose two standard dice are rolled. What is the probability that the sum of the dice is 4? A. B. 0 C. D. Hint 5. When Maria gets ready for school, she has three shirts (in blue, green, or red) from which to choose. She can also wear either khaki pants or jeans. If Maria picks a red shirt, what is the probability that she picks the khaki pants? A. B. C. 1 D. Hint 6. Barry and Clarice are sharing a bag of candies. The bag contains 4 grape, 3 orange, and 2 root beer-flavored candies. Each friend chooses a candy at random. What is the probability that the two candies will be the same color? A. B. C. D. Hint