Linear Relations and Functions Unit Test 1

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Statistics
Probability Unit 5
Name____________Block___
Standard
I Can Statement
S4.1.3 Review
I can understand and construct sample spaces in simple
situations (e/g/ tossing two coins, rolling two number
cubes and summing the results).
I can estimate probabilities using results of a simulation.
S4.1.4 Review
S4.1.4 Review
I can compare results of simulations to theoretical
probabilities.
S4.2.1 Review
I can determine probabilities and conditional probabilities
of events using permutations and combinations.
S4.2.1 Review
I can determine probabilities and conditional probabilities
of events using Venn Diagrams.
S4.2.1 Review
I can determine probabilities and conditional probabilities
of events using tree diagrams.
S4.2.1 Review
I can determine probabilities and conditional probabilities
of events using two way contingency tables.
S4.2.2 Review I can determine the odds in favor of or against an event
given data, a list of outcomes, or the event’s probability.
S4.2.2 Review I can determine the probability of an event given the
odds in favor of or against the occurrence of the event.
S4.2.3 Review I can apply probability concepts to practical situations (
S1.6
S1.6
S1.6
S3.1
in such settings as finance, health, ecology, or
epidemiology) to make informed decisions.
I can use contingency tables to compute and interpret
marginal frequencies and examine measures of
association.
I can use contingency tables to compute and interpret
joint frequencies and examine measures of association.
I can use contingency tables to compute and interpret
conditional relative frequencies and examine measures
of association.
I can determine the subjective and relative frequency
interpretations of probabilities
S3.1
I can state the law of large numbers.
S3.2
I can use basic probability rules to compute the
probabilities in a variety of models.
S3.3
I can use Bayes' Theorem (tree diagrams) to solve
conditional probability problems.
S3.3
I can interpret results of conditional probability using
Bayes' Theorem
Page and Problem
numbers
p. 188-193:
1- 19
p. 188-193:
1- 19
p. 175-176:
1 - 11
p. 175-176:
1 - 11
p. 188-193:
1- 19
p. 204-206:
1 - 21
p. 188-193:
1- 19
p. 175-176:
1 - 11
p. 175-176:
1 - 11
ALL Chapter 5
p. 188-193:
1- 19
p. 188-193:
1- 19
p. 188-193:
1- 19
p. 175-176:
1 - 11
Read page 167
p. 175-176:
1 - 11
p. 204-206:
1 - 21
p. 204-206:1 - 21
S3.7
I can know and use the definition of independence of two
discrete random variables
S3.7 w.s. 3
S3.7
I can use joint distribution to determine whether two
discrete random variables are independent.
S3.7 w.s. 3
Statistics
Chapter 5
Fri 10/24 to Wed 10/29 – Mini project #2
Thurs.
Oct 30
5.1 What is Probability?
#21 p. 175-176: 1 – 11
Fri.
Oct 31
5.2 Some Probability Rules – Compound Events
#23
p. 188-193: 1 -15 odd
Mon.
Nov 3
Tues
Nov 4
5.2 Continue –
#24 p. 188-193: 17-20
no school
Wed.
Nov 5
Venn Diagram w.s.
Thurs.
Nov 6
5.3 Trees and Counting Techniques – Bayes Theorem
#24 p. 204-206: 1 – 21 odd
Fri.
Nov 7
Review
#25 Practice worksheets 14-1, 14-2, and 14-3
Mon.
Nov 10
Bayes Theorem w.s.
Tues.
Nov 11
Review
Practice Worksheets 14-4, 14-5, 14-6, 14-7
Wed.
Nov 12
Chapter 5 review
#25 p. 207-208: 1-14
Thurs.
Nov 13
More review
Fri.
Nov 14
Chapter 5 Test
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