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Name Class Date Practice: Theoretical and Experimental Probability . . . . ........................... . . . . . ..................... A dart is thrown at the game board shown. Find each probability. 1. P(A) 2. P(B) 3. P(C) A 4. P(not A) 5. P(not B) 6. P(not C) B B The odds in favor of winning a game are 5 to 9. B 7. Find the probability of 8. Find the probability of not winning the game. winning the game. A bag of ininflated balloons contains 10 red, 12 blue, 15 yellow, and 8 green balloons. A balloon is drawn at random. Find each probability. 1 th 9. P(red) 10: P(blue) 11. P(yellow) 12. P(green) 13. What are the odds in favor 14. What are the odds in favor of picking a blue balloon? of picking a green balloon? 15. What is the probability of picking 16. What is the probability of a balloon that is not yellow? picking a balloon that is not red? Solve. 2 17. a. You are given a ticket for the weekly drawing at the grocery store each time you enter the store. Last week you were in the store once. There are 1,200 tickets in the box. Find the probability and the odds of your winning. b. Find the probability and odds of your winning if you were in the store three times last week and there are 1,200 tickets in the box. 18. A cheese tray contains slices of Swiss cheese and cheddar cheese. If you randomly pick a slice of cheese, P(Swiss) = 0.45. Find P.(cheddar). If there are 200 slices of cheese, how many slices of Swiss cheese are on the tray? 19. For a raffle 10,000 tickets are sold. One ticket is drawn at random to determine a winner. Find the probability and odds of winning