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MATHEMATICS

MATHEMATICS. CORE 1 Patterns in Chance. Daily Starter. Begin Handout. Unit 8 Objectives. Benchmark – 3.1 Design and conduct a statistical experiment to study a problem. Lesson 8.1.2-1 Objectives. Construct sample spaces of chance situations involving equally likely outcomes

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MATHEMATICS

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  1. MATHEMATICS CORE 1 Patterns in Chance

  2. Daily Starter • Begin Handout

  3. Unit 8 Objectives • Benchmark – 3.1 • Design and conduct a statistical experiment to study a problem.

  4. Lesson 8.1.2-1 Objectives • Construct sample spaces of chance situations involving equally likely outcomes • Construct probability distributions from sample spaces. • Compute P(A and B) using the Addition Rule or its special case for mutually exclusive events

  5. Essential Question • Under what conditions can you add individual probabilities to find the probability that a related event happens?

  6. In Investigation 8.1.1 you constructed the probability distribution for the sum of two dice. You discovered that to find the probability that the sum is 2 or 3, you could add the probability that the sume is 2 to the probability that the sum Is 3.

  7. Fill in the Tables from each Table Group

  8. Continue With Problem 2 through 8

  9. Lesson Objectives - SUMMARY • Construct sample spaces of chance situations involving equally likely outcomes • Construct probability distributions from sample spaces. • Compute P(A and B) using the Addition Rule or its special case for mutually exclusive events • Essential Question:Under what conditions can you add individual probabilities to find the probability that a related event happens? • Homework page 542 Problem 4,5,11,14

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