• J.1. Applying the Counting Principle and Permutations

    1. J.1.M. Play Multiplayer 0 wins, 0 losses

    2. J.1.Q. Unit Challenge

    3. J.1.1. Using a Tree Diagram

      1. J.1.1.1. Drawing a Tree Diagram to Count Number of Ways
    4. J.1.2. Fundamental Counting Rule

      1. J.1.2.1. Using the Fundamental Counting Rule without Repetition
      2. J.1.2.2. Using the Fundamental Counting Rule with Repetition
    5. J.1.3. Permutations

      1. J.1.3.O. Overview
      2. J.1.3.1. Finding the Number of Permutations
      3. J.1.3.2. Finding Permutations of n objects taken r at a time
      4. J.1.3.3. Finding Permutations with Repetition
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  • J.2. Using Combinations and the Binomial Theorem

    1. J.2.M. Play Multiplayer 0 wins, 0 losses

    2. J.2.Q. Unit Challenge

    3. J.2.1. Combinations

      1. J.2.1.O. Overview
      2. J.2.1.1. Finding the Number of Combinations Given One Event
      3. J.2.1.2. Multiplying Combinations Given Multiple Events
    4. J.2.2. Pascal’s Triangle

      1. J.2.2.O. Overview
      2. J.2.2.1. Finding the Number of Combinations Using Pascal’s Triangle
    5. J.2.3. Binomial Expansions

      1. J.2.3.1. Expanding Powers of Binomial Sums
      2. J.2.3.2. Expanding Powers of Binomial Differences
      3. J.2.3.3. Finding Coefficients in a Binomial Expansion
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  • J.3. Define and Use Probability

    1. J.3.M. Play Multiplayer 0 wins, 0 losses

    2. J.3.Q. Unit Challenge

    3. J.3.1. Theoretical Probability

      1. J.3.1.O. Overview
      2. J.3.1.1. Finding the Theoretical Probability of an Event
      3. J.3.1.2. Using Permutations or Combinations to Find the Probability of an Event
      4. J.3.1.3. Finding the Odds of an Event
    4. J.3.2. Experimental Probability

      1. J.3.2.O. Overview
      2. J.3.2.1. Finding the Experimental Probability of an Event
    5. J.3.3. Geometric Probability

      1. J.3.3.O. Overview
      2. J.3.3.1. Finding the Geometric Probability of an Event
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  • J.4. Find Probabilities of Disjoint and Overlapping Events

    1. J.4.M. Play Multiplayer 0 wins, 0 losses

    2. J.4.Q. Unit Challenge

    3. J.4.1. Probability of Compound Events

      1. J.4.1.O. Overview
      2. J.4.1.1. Finding the Probability of Overlapping Events
      3. J.4.1.2. Finding the Probability of Disjoint Events
    4. J.4.2. Probability of Complementary Events

      1. J.4.2.O. Overview
      2. J.4.2.1. Finding Probability of Complementary Events
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  • J.5. Finding Probabilities of Independent and Dependent Events

    1. J.5.M. Play Multiplayer 0 wins, 0 losses

    2. J.5.Q. Unit Challenge

    3. J.5.1. Independent Events

      1. J.5.1.O. Overview
      2. J.5.1.1. Finding the Probability of Two Independent Events
      3. J.5.1.2. Finding the Probability of Three Independent Events
      4. J.5.1.3. Finding the Probability of Independent Events Using Complements
    4. J.5.2. Dependent Events

      1. J.5.2.O. Overview
      2. J.5.2.1. Finding Conditional Probabilities
      3. J.5.2.2. Finding the Probability of Two Dependent Events
      4. J.5.2.3. Finding the Probability of Three Dependent Events
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  • J.6. Constructing and Interpreting Binomial Distributions

    1. J.6.M. Play Multiplayer 0 wins, 0 losses

    2. J.6.Q. Unit Challenge

    3. J.6.1. Probability Distributions

      1. J.6.1.O. Overview
      2. J.6.1.1. Constructing and Interpreting Probability Distributions
    4. J.6.2. Binomial Distributions

      1. J.6.2.O. Overview
      2. J.6.2.1. Constructing and Interpreting Binomial Distributions
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