MA.P.14: Understand and apply basic notions of chance and probability

MA.P.14.1: Describe the relationship among events (e.g., inclusive, disjoint, complementary, independent, dependent)

 Independent and Dependent Events

MA.P.14.2: Calculate the probability of two events under union and intersection

 Independent and Dependent Events

MA.P.14.3: Differentiate between theoretical and experimental probability

 Geometric Probability
 Independent and Dependent Events
 Probability Simulations
 Theoretical and Experimental Probability

MA.P.14.5: Calculate the probability of an outcome for an experiment with and without replacement

 Probability Simulations

MA.P.14.8: Apply permutations, combinations, and the fundamental counting principle to calculate the probability of two events

 Binomial Probabilities
 Permutations and Combinations

Correlation last revised: 5/10/2018

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