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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
Unit 8 and 9 Part 1 Linear Relations and Inequalities
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Unit 8/9: Linear Equations and Inequalities
(parts with * require calculators)
11 days
Day
Title
Page
Questions
1
Solving Equations: ax = b;
x/a = b; a/x=b*
Solving Equations with Algebra Tiles
Using algebra
Expressions versus equations
Examples lesson
Solving onestep equations theory lesson
Solving one step equations examples lessons
WS
Pg.301
all
(do this first!)
# 6 – 11, 26 abd, 27
2
Solving Equations: ax + b = c;
x/a + b = c*
Simplifying equations by collecting like terms theory lesson
Example lesson
WS
Pg.311
all
(do this first!)
# 7, 8, 10, 12
3
Solving Equations: a(x + b) = c*
Pg.319
# 6 – 11, 23 a
4
Solving Equations: ax = b + cx;
ax + b = cx + d; a(bx+ c) = d(ex+ f)
with integers
Solving two step problems theory lesson
Solving two step problems examples lesson I
Solving two step problems examples lesson II
Solving two step problems examples lesson III
Variables on both sides lesson
Expand using the distributive property theory lesson
Expand using the distributive property examples lesson
Multistep equations: simplify the basics
Multistep equations: variables and constants on both sides
Multistep equations: combining like terms
Multistep equations lesson
WS
all
5
Solving Equations: ax = b + cx;
ax + b = cx + d; a(bx+ c) = d(ex+ f)
with decimals and fractions
Lowest common denominator lesson
Lowest common denominator examples lesson
When can we cross multiply? Lesson
Pg.327
# 6 – 12
6
Representing Inequalities
Pg.347
# 5, 6, 9, 10, 11, 13, 15
7
Solving SingleStep Inequalities
Solving Linear Equations
Symbols and graphs inequality theory lesson
Part II lesson
Example lesson
Pg.357
# 5 – 13
8
Solving MultiStep Inequalities*
Pg.365
# 3 – 7
9
Review 1*
Pg.330
Pg.332
# 1 – 6, 10, 11, 14, 18
# 1 – 5
10
Review 2*
Pg.368
Pg.370
# 1 – 6, 9, 10, 12, 18
# 1 – 7, 11
11
Test*
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x/a = b; a/x=b* Solving Equations with Algebra Tiles
Using algebra
Expressions versus equations
Examples lesson
Solving onestep equations theory lesson
Solving one step equations examples lessons
Pg.301
# 6 – 11, 26 abd, 27
x/a + b = c*
Simplifying equations by collecting like terms theory lesson
Example lesson
Pg.311
# 7, 8, 10, 12
ax + b = cx + d; a(bx+ c) = d(ex+ f)
with integers
Solving two step problems theory lesson
Solving two step problems examples lesson I
Solving two step problems examples lesson II
Solving two step problems examples lesson III
Variables on both sides lesson
Expand using the distributive property theory lesson
Expand using the distributive property examples lesson
Multistep equations: simplify the basics
Multistep equations: variables and constants on both sides
Multistep equations: combining like terms
Multistep equations lesson
ax + b = cx + d; a(bx+ c) = d(ex+ f)
with decimals and fractions
Lowest common denominator lesson
Lowest common denominator examples lesson
When can we cross multiply? Lesson
Symbols and graphs inequality theory lesson
Part II lesson
Example lesson
Pg.332
# 1 – 5
Pg.370
# 1 – 7, 11