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Chapter 6 – Probability and Simulation AP Statistics 03 Monday 67 Title 6.2C Events, Complements, and Probability Rules Objectives 04 Tuesday 68 Title 6.2D Disjoint and Independent Events Objectives 05 Wednesday 69 Title Review 6.2 E: Know the probability rules and be able to apply them to determine probabilities of defined events. In particular, determine if a given assignment of probabilities is valid. F: Determine if two events are disjoint, complementary, or independent. Find unions and intersections of two or more events. G: Use Venn diagrams to picture relationships among several events. H: Understand the idea of independence. Judge when it is reasonable to assume independence as part of a probability model. I: Use the multiplication rule for independent events in combination with other probability rules to find the probabilities of complex events. D-I Assessments Assessments 06 Thursday 70 Title Quiz 6.1-6.2 Objectives Objectives A-I Assessments December 07 Friday 71 Title 6.3A General Addition Rules Objectives J: Use the general addition rule to find probabilities that involve intersecting events. Assessments Assessments QZ 6.1-6.2 Lesson Activities Definition of an event Finding probability of event Complement of an event Probability Rules #1 - #3 Equally likely outcomes vs. Outcomes that are not equally likely Assignment Prob. 6.2C pp.423-425 #37-41,44 Read 6.2D pp. 425-429 Read 6.2 RV pp. 431 Lesson Activities Sample space for rolling a fair die twice. Addition rule for disjoint events. Multiplication rule for independent events. Independence and sampling with and without replacement. Assignment Prob. 6.2D pp.430-431 #45-52 Read 6.2 RV 431 Lesson Activities Lesson Activities Review: Sample spaces, Addition rule for disjoint events, Multiplication rule for independent events, Sampling with and without replacement. Assignment Prob.6.2 RV pp.432-434 #53,55,57,60,62 Lesson Activities Union of more than 2 pairwise disjoint events. Sample space for sum of 2 dice. Union of 2 events that are not disjoint. Extra Credit: Union of 3 events that are not pairwise disjoint. Assignment Read 6.3A pp. 435-440 Assignment Prob. 6.3A pp.440-441 #65-69 Read 6.3B pp. 441-445