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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