McDougal Littell Pre-Algebra

Crosswalk Target

McDougal Littell (Houghton Mifflin), 2005commercial textbookGrade 6-8pre-algebra

McDougal Littell (Houghton Mifflin), 2005 edition. ISBN 0-618-25003-4. Authors: Larson, Boswell, Kanold, Stiff. 13 chapters covering pre-algebra topics across 4 units: Integers/Equations/Inequalities, Rational Numbers/ Proportions, Functions/Geometry/Measurement, and Data Analysis/Polynomials/ Transformations. Originally registered as paused curriculum; reclassified as crosswalk target 2026-04-21.

What is a crosswalk?

A crosswalk maps the lessons in this course to Common Core and other standards-based content. Each lesson below is linked to the corresponding content node(s), so you can quickly find slides, briefs, or other resources that cover the same material. This is how we respect the copyright of the original curriculum while still making the content accessible to teachers and students.

Crosswalked by Other Curricula

These curricula have content mapped to this course.

Common Core Math - Grade 6

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Common Core Math - Grade 7

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Common Core Math - Grade 8

common-core-math-8

Common Core Math - HS Algebra

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Common Core Math - HS Functions

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Common Core Math - HS Geometry

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Common Core Math - HS Statistics and Probability

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Outline Structure

Structural index only — no lesson content is stored for restricted curricula.

Chapter 1Variables, Expressions, and Integers

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1.1
Expressions and Variables
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1.2
Powers and Exponents
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1.3
Order of Operations
1.4
Comparing and Ordering Integers
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1.5
Adding Integers
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1.6
Subtracting Integers
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1.7
Multiplying and Dividing Integers
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1.8
The Coordinate Plane
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Chapter 2Solving Equations

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2.1
Properties and Operations
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2.2
The Distributive Property
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2.3
Simplifying Variable Expressions
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2.4
Variables and Equations
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2.5
Solving Equations Using Addition or Subtraction
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2.6
Solving Equations Using Multiplication or Division
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2.7
Decimal Operations and Equations with Decimals
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Chapter 3Multi-Step Equations and Inequalities

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3.1
Solving Two-Step Equations
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3.2
Solving Equations Having Like Terms and Parentheses
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3.3
Solving Equations with Variables on Both Sides
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3.4
Solving Inequalities Using Addition or Subtraction
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3.5
Solving Inequalities Using Multiplication or Division
3.6
Solving Multi-Step Inequalities
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Chapter 4Factors, Fractions, and Exponents

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4.1
Factors and Prime Factorization
4.2
Greatest Common Factor
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4.3
Equivalent Fractions
4.4
Least Common Multiple
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4.5
Rules of Exponents
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4.6
Negative and Zero Exponents
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4.7
Scientific Notation
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Chapter 5Rational Numbers and Equations

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5.1
Rational Numbers
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5.2
Adding and Subtracting Like Fractions
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5.3
Adding and Subtracting Unlike Fractions
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5.4
Multiplying Fractions
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5.5
Dividing Fractions
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5.6
Using Multiplicative Inverses to Solve Equations
5.7
Equations and Inequalities with Rational Numbers
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Chapter 6Ratio, Proportion, and Probability

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6.1
Ratios and Rates
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6.2
Writing and Solving Proportions
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6.3
Solving Proportions Using Cross Products
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6.4
Similar and Congruent Figures
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6.5
Similarity and Measurement
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6.6
Scale Drawings
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6.7
Probability and Odds
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6.8
The Counting Principle
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Chapter 7Percents

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7.1
Percents and Fractions
7.2
Percents and Proportions
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7.3
Percents and Decimals
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7.4
The Percent Equation
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7.5
Percent of Change
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7.6
Percent Applications
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7.7
Simple and Compound Interest

Chapter 8Linear Functions

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8.1
Relations and Functions
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8.2
Linear Equations in Two Variables
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8.3
Using Intercepts
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8.4
The Slope of a Line
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8.5
Slope-Intercept Form
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8.6
Writing Linear Equations
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8.7
Function Notation
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8.8
Systems of Linear Equations
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8.9
Graphs of Linear Inequalities
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Chapter 9Real Numbers and Right Triangles

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9.1
Square Roots
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9.2
Simplifying Square Roots
9.3
The Pythagorean Theorem
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9.4
Real Numbers
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9.5
The Distance and Midpoint Formulas
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9.6
Special Right Triangles
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9.7
The Tangent Ratio
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9.8
The Sine and Cosine Ratios
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Chapter 10Measurement, Area, and Volume

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10.1
Triangles
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10.2
Polygons and Quadrilaterals
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10.3
Areas of Parallelograms and Trapezoids
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10.4
Circumference and Area of a Circle
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10.5
Surface Areas of Prisms and Cylinders
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10.6
Surface Areas of Pyramids and Cones
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10.7
Volumes of Prisms and Cylinders
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10.8
Volumes of Pyramids and Cones
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Chapter 11Data Analysis and Probability

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11.1
Stem-and-Leaf Plots and Histograms
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11.2
Box-and-Whisker Plots
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11.3
Using Data Displays
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11.4
Collecting Data
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11.5
Interpreting Data
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11.6
Permutations
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11.7
Combinations
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11.8
Probabilities of Disjoint and Overlapping Events
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11.9
Independent and Dependent Events
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Chapter 12Polynomials and Nonlinear Functions

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12.1
Polynomials
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12.2
Adding and Subtracting Polynomials
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12.3
Multiplying Monomials and Polynomials
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12.4
Multiplying Binomials
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12.5
Other Rules of Exponents
12.6
Quadratic Functions
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12.7
Exponential Growth and Decay
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12.8
Sequences
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Chapter 13Angle Relationships and Transformations

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13.1
Angle Relationships
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13.2
Angles and Parallel Lines
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13.3
Angles and Polygons
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13.4
Translations
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13.5
Reflections and Symmetry
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13.6
Rotations and Symmetry
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13.7
Dilations
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