latios: Between 0 and 1 Name Date PROBABILITY RATIOS (CONTINUED) A bag has a green marble, a blue marble, a red marble, and a white marble in it. You are to draw marbles from the bag one at a time without looking. 10. The probability that you will draw a white marble the first time you draw is represented by the proper fraction _ 11. The probability that you will draw a red marble the first time you draw is 12. The probability that you will draw a blue marble the first time you draw is 13. The probability that you will draw a green marble the first time you draw is 14. If you draw four times, the probability that you will draw a green, red, blue, and white marble is 4 + 4 + 4 + 4 = 4 =1 15. If a bag has a green, red, blue, and white marble, the probability that you will draw either a green, red, blue, or white marble is the number 16. If a bag has a green, red, blue, and white marble in it, the probability that you will draw a black marble is 17. The probability of an event is always between and 18. A coin has heads on both sides. When the coin is tossed, the probability that it will land heads up is the number 19. A coin has heads on both sides. When the coin is tossed, the probability that it will land tails up is the number 20. A coin has a head on one side and a tail on the other side. When the coin is tossed, the probability that it will land heads up is the proper fraction 21. A coin has a head on one side and a tail on the other side. When the coin is tossed, the probability that it will land tails up is the proper fraction - Circle the correct answer. 22. A coin has a head on one side and a tail on the other side. When the coin is tossed, the probability that it will land either heads up or tails up is [one/zero]. 23. A coin has a head on one side and a tail on the other side. When the coin is tossed, the probability that it will land neither heads up nor tails up is [one/zero]