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| 1-1: Exploring Statistical Questions |
| 1-2: Creating Dot Plots |
| 1-3: Introducing the Mean |
| 1-4: Introducing the Mean as a Balance Point |
| 1-5: Comparing Mean, Median, and Mode |
| 1-6: Analyzing Persuasive Graphs |
| 1-7: Introducing Histograms |
| 1-8: Examining Shapes of Graphs |
| 1-9: Analyzing Data |
| 1-10: Introducing Integers |
| 1-11: Building a Number Line Using Fraction Strips |
| 1-12: Finding Fractions Between Fractions |
| 1-13: Locating Negative Rational Numbers on the Number Line |
| 1-14: Plotting Ordered Pairs of Rational Numbers in 4 Quadrants |
| 2-1: The Greatest Common Factor |
| 2-2: The Least Common Multiple |
| 2-3: Fraction Multiplication on a Number Line |
| 2-4: Fraction Multiplication with Models and Diagrams |
| 2-5: Comparing Strategies for Multiplying Fractions |
| 2-6: Dividing Fractions with Common Denominators |
| 2-7: Exploring Relationships in Fraction Division |
| 2-8: Using Reciprocals to Divide Fractions |
| 2-9: Introducing Ratios |
| 2-10: Ratio Models: Tape Diagrams |
| 2-11: Equivalent Ratios |
| 2-12: Open Response: Blueberry Blast |
| 2-13: Using Ratio/Rate Tables |
| 2-14: Graphing Ratios |
| 3-1: Place Value and Expanded Form with Decimals |
| 3-2: The Density of Rational Numbers |
| 3-3: Reviewing Decimal Addition and Subtraction |
| 3-4: Reviewing Decimal Multiplication |
| 3-5: U.S. Traditional Long Division with Whole Numbers |
| 3-6: Exploring Long Division with Decimals |
| 3-7: Open Response: Exploring Peruvian Flutes |
| 3-8: Introducing Percent |
| 3-9: Finding Percents |
| 3-10: Percents as Ratios |
| 3-11: Exploring Percent Problem-Solving Strategies |
| 3-12: Introducing Box Plots |
| 3-13: Making Box Plots and Finding Interquartile Range |
| 3-14: Comparing Data Representations |
| 4-1: Parentheses, Exponents, and Calculators |
| 4-2: Solving Problems with Order of Operations |
| 4-3: Expressions and Patterns |
| 4-4: Representing Unknown Quantities with Algebraic Expressions |
| 4-5: Exploring Equations |
| 4-6: The Distributive Property and Equivalent Expressions |
| 4-7: Applying Properties of Arithmetic |
| 4-8: The Banquet Table |
| 4-9: Introduction to Inequalities |
| 4-10: Finding and Graphing Solution Sets of Inequalities |
| 4-11: Inequalities to Represent Real-World Situations |
| 4-12: Absolute Value as Distance |
| 4-13: Absolute Value |
| 4-14: Mean Absolute Deviation |
| 5-1: Polygons on a Coordinate Grid |
| 5-2: Area of Parallelograms |
| 5-3: Area of Triangles |
| 5-4: Composing and Decomposing Polygons to Find Area |
| 5-5: Building 3-D Shapes with Nets |
| 5-6: Using Nets to Find Surface Area |
| 5-7: Solving Surface-Area Problems |
| 5-8: Comparing Areas |
| 5-9: Strategies for Finding Volume |
| 5-10: Volume with Fractions |
| 5-11: Calculating the Volume of a Person |
| 5-12: Area versus Volume |
| 6-1: Finding Solutions with Trial and Error |
| 6-2: Solution Sets |
| 6-3: Using Bar Models to Solve Equations |
| 6-4: Solving Simple Equations with a Pan Balance—Part 1 |
| 6-5: Solving Simple Equations with a Pan Balance—Part 2 |
| 6-6: Combining Like Terms |
| 6-7: Generating Equivalent Expressions and Equations |
| 6-8: T-Shirt Cost Estimates |
| 6-9: Reversing Operations |
| 6-10: Building and Solving Equations with the Pan-Balance Model |
| 6-11: Comparing Multiple Strategies for Solving Equations |
| 7-1: Inequalities and Mystery Numbers |
| 7-2: Making Healthy Choices |
| 7-3: Computer Spreadsheets |
| 7-4: Using Spreadsheets to Solve Problems |
| 7-5: Unit Rate Comparisons |
| 7-6: Running and Measures |
| 7-7: Water-Saving Plan |
| 7-8: Connecting Equations, Tables, and Graphs |
| 7-9: Independent and Dependent Variables |
| 7-10: Investigating Change |
| 7-11: Mystery Graphs |
| 8-1: Increasing Garden Production |
| 8-2: Planning an Art Gallery Wall |
| 8-3: Enlarging Artwork |
| 8-4: Modeling the Planets in the Solar System |
| 8-5: Population Density |
| 8-6: Mobiles and Mathematics |
| 8-7: Naming Patterns with Algebraic Expressions |
| 8-8: Anthropometry |
| 8-9: Planning a Trip |