1. The daily special at the House of Pies offers one of three featured pies and your choice of coffee, tea, milk or juice. How many ways can you order the special? A. 8 B. 7 C. 12 D. 15 Hint 2. A restaurant offers 6 appetizers, 4 salads, 8 entrees, and 5 desserts. Find the number of possible meals that include one item from each course. A. 5760 B. 2880 C. 11,520 D. 960 Hint 3. A cooler contains 5 cans of each flavor of soft drink: cola, lemon-lime, grape, and root beer. Find the probability of one person randomly picking a cola, then another person randomly selecting root beer. A. B. C. D. Hint 4. Compute 6! A. 720 B. 21 C. 5040 D. 6 Hint 5. Find the number of ways a family of 4 can stand next to each other for a photograph. A. 76 B. 10 C. 24 D. 120 Hint 6. An art gallery has 10 paintings to display. Six of the paintings are to be used for a new exhibit. Is this situation a permutation or combination? How many choices of paintings are possible? A. permutation; 151,200 B. permutation; 210 C. combination; 210 D. combination; 151,200 Hint 7. A certain word game contains a large 20-sided die with letters instead of numbers on the sides. If all of the vowels (a, e, i, o, and u) are on the die, then what is the probability of rolling a vowel? A. B. C. D. Hint 8. A spinner numbered 1 through 10 is spun 100 times. The results of the experiment are shown in the table below. What is the experimental probability of spinning a 5? A. B. C. D. Hint 9. The Mudville Heights High School football team has 8 plays from which to choose. On a certain drive, they had 6 plays. How many possible combinations of plays could they have used for that drive? A. 1,679,616 B. 48 C. 262,144 D. 20,161 Hint 10. A friend of yours has 26 slips of paper, one with each letter of the alphabet on it. You randomly select six of them, not replacing any. What is the probability that all six letters that you choose are consonants ('y' is a consonant, not a vowel)? A. B. C. D. Hint 11. The Niles Park District has 140 children signed up to play Little League Baseball. The makeup of the league is shown in the table. If one child is picked at random, what is the probability that he or she is not 9 years old? Write as a fraction in simplest form. A. B. C. D. Hint 12. Choose the situation that could not represent the tree diagram below. A. A penny, nickel, and dime were tossed at the same time. B. One nickel was tossed, then one quarter was tossed. C. Two pennies were tossed at the same time. D. One dime was tossed twice one after the other. Hint 13. Which situation is a combination? A. The number of ways 3 books can be displayed in a store window. B. The number of ways a committee can choose a president, vice-president, and treasurer. C. The number of ways a coach can choose 3 co-captains for a soccer team. D. The number of ways 50 people can line up to enter a concert hall. Hint 14. In a survey, 100 students were asked to name their favorite season of the year. The results are shown in the table. What is the experimental probability of summer being someone’s favorite season? A. B. C. D. Hint