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MATHEMATICS

This unit delves into the fundamentals of probability within the context of statistical experiments. Students will learn to design and conduct experiments to address real-world problems while mastering the construction of sample spaces and probability distributions for equally likely outcomes. Key skills include calculating the probability of combined events using the Addition Rule, particularly for mutually exclusive events. Investigative exercises will provide hands-on experience in analyzing and interpreting probability distributions, reinforcing theoretical concepts through practical application.

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MATHEMATICS

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  1. MATHEMATICS CORE 1 UNIT 8 Patterns of Chance

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

  3. Lesson 1 (6days)Calculating Probabilities • 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

  4. Investigation One Probability Distribution • Read Page 532-533 to understand the objective and desired outcomes of the Investigation. • Define the following • Probability Distribution: _______________________________________ • Follow Problem 1 on page 533

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