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Math 10: Foundations and Precalculus
Chapter 1: Number Theory
Chapter 2: Exponents
Chapter 3: Meaurement
Chapter 4: Trigonometry
Chapter 5: Polynomials Operations
Chapter 6: Factoring Polynomial Expression
Chapter 7: Relations and Functions
Chapter 8: Characteristics of Linear Relations
Chapter 9: Equations of Linear Relations
Chapter 10: Solving Systems of Linear Relations
Math 9: Foundations of Math
Unit: Integers Review
Unit 2: Rational Numbers
Unit 3: Exponents
Unit 1: Symmetry and Measurement
Unit 5 and 7 Polynomials
Unit 6: Linear Relations
Unit 8 and 9 Part 1 Linear Relations and Inequalities
Unit 8/9 Part 2: Applications of Linear Relations and Inequalities
Unit 4/10: Geometry of Triangles and Circles
Unit 11: Data Analysis
Chapter 7 Relations and Functions
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Chapter 7
Relations and Functions 10 days
47
#1
/389
Review and Preview
Pg.392
All*
48
#2
/399
Relationships Between Two Quantities
Representing relations
Properties of linear relations
Pg.399
All*
49
#3
/413
x and y – intercepts
Interpreting Relations
Graphs of relations and functions
Interpreting graphs of linear functions
Pg.416
1, 2, 3cdfi, (4, 5)*, 8
[6*, 7*, 9]
50
#4
/423
Domain and Range (including Interval Notation)
Pg.426
1bceh, 2, 3, 4 – 7, 8 (write each domain in interval notation), 9 – 11
51
#7
/455
Functions
Properties of functions
Pg.455
All
52
#8
/465
Function Notation (Part 1)
Pg.467
1 – 7, 8ace, 9, 10, 12, 13
[11]
53
#9
/471
#10
/477
Function Notation (Part 2)
Function Notation and Problem Solving
Pg.472
Pg.478
1b, 2bc, 3, 4 (in “f” write the interval notation,too), 5, 6, 8, 9, 11, 12
[7, 10]
1 b – f*, 2 b – e*, 3b – e*, 4 b – d*, 5 b – f*
[2f*, 3f*, 4efg*]
54
#11
/481
Interpreting Graphs of Functions
Interpreting graphs
Pg.483
1, 2 – 5, 6b, 7, 8, 9 – 13
[6a]
55
#12
/489
Review – Practice Test
Pg.489
All (Writt. Resp. bullets 1 and 4 only ), except:
[12, Num. Resp. 5]
56
Chapter 7 (Relations and Functions) Test
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Representing relations
Properties of linear relations
Interpreting Relations
Graphs of relations and functions
Interpreting graphs of linear functions
Properties of functions
#10/477
Function Notation and Problem Solving
Pg.478
1 b – f*, 2 b – e*, 3b – e*, 4 b – d*, 5 b – f* [2f*, 3f*, 4efg*]
Interpreting graphs