Section Probability Models AP Statistics

AP Statistics, Section 6.3, Part 12 Venn Diagrams: Disjoint Events A B S

AP Statistics, Section 6.3, Part 13 Venn Diagrams: Disjoint Events A B S

AP Statistics, Section 6.3, Part 14 Venn Diagrams: Non-disjoint Events A B S A and B

AP Statistics, Section 6.3, Part 15 Venn Diagrams: Disjoint Events A B S A and B

AP Statistics, Section 6.3, Part 16 Example Deborah and Matthew are awaiting the decision about a promotion. Deborah guesses her probability of her getting a promotion at.7 and Matthew’s probability at.5.

AP Statistics, Section 6.3, Part 17 Example Deborah and Matthew are awaiting the decision about a promotion. Deborah guesses her probability of her getting a promotion at.7 and Matthew’s probability at.5. DM.5.7

AP Statistics, Section 6.3, Part 18 Example Since there is not enough information to do the problem, let’s add information. Deborah thinks the probability of both getting promoted is.3 DM.5.7 D and M.3

AP Statistics, Section 6.3, Part 19 Example What’s the probability of only Deborah getting promoted P(D-M)? P(M-D)? P(D c )? P(M c )? P(D c and M c )? DM.5.7 D and M.3

AP Statistics, Section 6.3, Part 110 Different Look Matthew Promoted Not Promoted Total Deborah Promoted.3.7 Not Promoted Total.5

AP Statistics, Section 6.3, Part 111 Different Look Matthew Promoted Not Promoted Total Deborah Promoted.3.7 Not Promoted Total.51.0

AP Statistics, Section 6.3, Part 112 Different Look Matthew Promoted Not Promoted Total Deborah Promoted Not Promoted.2 Total.51.0

AP Statistics, Section 6.3, Part 113 Different Look Matthew Promoted Not Promoted Total Deborah Promoted Not Promoted.2.3 Total.5 1.0

AP Statistics, Section 6.3, Part 114 Different Look Matthew Promoted Not Promoted Total Deborah Promoted Not Promoted Total.5 1.0

AP Statistics, Section 6.3, Part 115 Assignment Exercises: , all