Lesson
Previews
The following lessons were created as
supplements for use with McDougal Littell's "Algebra 1
Concepts and Skills" by Larson, Boswell, Kanold, and Stiff
shown below. This text is one of the few on California's state
list of approved textbooks for middle and high schools.
Keep in mind that these previews are
pictures of the actual PowerPoint slides and they show no
animation. Please download this free PowerPoint lesson as a
comparison: Lesson 18 .
(Click
here to download free PowerPoint viewer.)
also similar to...
Click on any highlighted lesson below to view
its contents. Students may use this site,
www.AlgebraNotes.com, when they are absent.
Chapter 1: Connections to Algebra
11: Variables
in Algebra ; 12: Exponents
and Powers ; 13: Order of
Operations ; 14: Equations
and Inequalities ; 15:
Translating Words into Mathematical Symbols ; 16: A
Problem Solving Plan Using Models; 17: Tables
and Graphs ; 18: An
Introduction to Functions.
Chapter 2: Properties of Real Numbers
21: The
Real Number Line ; 22: Absolute
Value ; 23: Adding
Real Numbers ; 24:
Subtracting Real Numbers ; 25:
Multiplying Real Numbers ; 26: The
Distributive Property ; 27: Combining
Like Terms ; 28: Dividing
Real Numbers.
Chapter 3: Solving Linear Equations
31:
Solving Equations Using Addition and Subtraction ; 32:
Solving Equations Using Multiplication and Division ; 33: Solving
MultiStep Equations ; 34: Solving
Equations with Variables on Both Sides ; 35: More on
Linear Equations; 36: Solving Decimal Equations; 37: Formulas
; 38:
Ratios and Rates ; 39: Percents.
Chapter 4: Graphing Linear Equations and Functions
41: The
Coordinate Plane ; 42: Graphing
Linear Equations ; 43: Graphing
Horizontal and Vertical Lines ; 44: Graphing
Lines Using Intercepts ; 45: The Slope
of a Line ; 46: Direct
Variation ; 47: Graphing
lines Using SlopeIntercept Form ; 48: Functions
and Relations .
Chapter 5: Writing Linear Equations
51:
SlopeIntercept Form ; 52a: Writing
Linear Equations Given a Point and Slope Using SlopeIntercept
Form ; 52b:
PointSlope Form ; 53: Writing
Linear Equations Given Points ; 54: Standard
Form ; 55: Modeling
with Linear Equations ; 56:
Perpendicular Lines .
Chapter 6: Solving and Graphing Linear Inequalities
61:
Solving Inequalities Using Addition or Subtraction ; 62:Solving
Inequalities Using Multiplication or Division ; 63: Solving
MultiStep Inequalities ; 64: Solving
Compound Inequalities Involving "And" ; 65: Solving
Compound Inequalities Involving "Or" ; 66: Solving
AbsoluteValue Equations ; 67: Solving
AbsoluteValue Inequalities ; 68: Graphing
Linear Inequalities in Two Variables.
Chapter 7: Systems of Linear Equations and
Inequalities
71:
Graphing Linear Systems ; 72: Solving
Linear Systems by Substitution ; 73: Solving
Linear Systems by Linear Combinations ; 74 Linear
Systems and Problem Solving ; 75: Special
Types of Linear Systems ; 76: Systems
of Linear Inequalities .
Chapter 8: Exponents and Exponential Functions
81:
Multiplication Properties of Exponents ; 82: Zero and
Negative Exponents ; 83: Graphs of
Exponential Functions ; 84: Division
Properties of Exponents ; 85:
Scientific Notation ; 86:
Exponential Growth Functions ; 87:
Exponential Decay Functions.
Chapter 9: Quadratic Equations and Functions
91:
Square Roots ; 93a:
Simplifying Irrational Roots ; 93b:
Simplifying Radicals ; 92a: Square
Roots Involving Variables ; 92b: Solving
Quadratic Equations by Finding Square Roots ; 94a: Graphing
Quadratic Functions ; 94b:
Finding Critical Features of Quadratics Algebraically ; 95: Solving
Quadratic Equations by Graphing ; 96: Solving
Quadratic Equations by the Quadratic Formula ; 97: Using the
Discriminant ; 98: Graphing
Quadratic Inequalities .
Chapter 10: Polynomials and Factoring
101a:
Finding Factors of Variable Expressions ; 101b: Adding
and Subtracting Polynomials ; 102:
Multiplying Polynomials ; 103a:
Factoring Difference of Squares ; 103b: Special
Products of Polynomials ; 104: Solving
Quadratic Equations in Factored Form ; 105:
Factoring x 2 + bx + c ; 106:
Factoring ax 2 + bx + c ; 107: Factoring Special
Products; 108: Factoring Cubic Polynomials.
Chapter 11: Rational Expressions and Equations
111:
Proportions ; 112: Direct
and Inverse Variation ; 113:
Simplifying Rational Expressions ; 114:
Multiplying and Dividing Rational Expressions ; 115: Adding
and Subtracting with Like Denominators ; 116: Adding
and Subtracting with Unlike Denominators ; 117:
Rational Equations.
Chapter 12: Radicals and More Connections to
Geometry
121:
Functions Involving Square Roots ; 122:
Operations with Radical Expressions ; 123: Solving
Radical Equations ; 124:
Rational Exponents ; 125:
Completing the Square ; 126: The
Pythagorean Theorem and Its Converse ; 127: The
Distance Formula ; 128: The
Midpoint Formula ; 129: Logical
Reasoning: Proof.
