Applications of Probability Describe a situation in which the number of outcomes is given by P(6, 3).

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Applications of Probability Describe a situation in which the number of outcomes is given by P(6, 3).

  1. OPEN ENDED Describe a situation in which the number of outcomes is given by P(6, 3).
  2. OPEN ENDED Describe an event that has a probability of 0 and an event that has a probability of 1.
  3. Writing in Math Use the information on page 684 to explain how you can count the maximum number of license plates a state can issue. Explain how to use the Fundamental Counting Principle to find the number of different license plates in a state such as Oklahoma, which has 3 letters followed by 3 numbers. Also explain how a state can increase the number of possible plates Without increasing the length of the plate number.
  4. Writing in Math Use the information on page 710 to explain how permutations and combinations apply to softball. Explain how to find the number of 9-person lineups that are possible and how many ways there are to choose 9 players if 16 players show up for a game.

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