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| Number Sense | |
| Introduction to Problem Solving | |
| Problem-Solving Heuristics | |
| Tables | |
| Pie Charts | |
| Percent | |
| BarGraphs | |
| Estimation | |
| Averages | |
| Rates | |
| Exponents | |
| Scientific Notation | |
| Order of Operations | |
| Grouping Symb... MORE | |
| Distributive Property | |
| Problem Solving with Percents | |
| Fractions | |
| Decimals | |
| Percent | |
| Tables of Data | |
| Ratio and Proportion | |
| Relative Frequency | |
| Probability | |
| Rounding | |
| Histrograms | |
| Inequalities | |
| Estimation | |
| Formulas | |
| Common Formulas | |
| Measurement | |
| Rates | |
| Pie Charts | |
| Inequalities | |
| Numeracy Skills—Check 1 | |
| Problem Solving with Fractions | |
| Fractions | |
| Decimals | |
| Percent | |
| Rounding | |
| Averages | |
| Tables of Data | |
| Operations with Fractions | |
| Measurement | |
| Formulas | |
| Estimation | |
| Heuristics | |
| Problem Solving with Ratio and Proportion | |
| Proportions | |
| Rates | |
| Equivalent Fractions | |
| Unit Conversions | |
| Ratio and Proportion | |
| English and Metric Conversion | |
| Order of Magnitude | |
| Exponents | |
| Percent | |
| Rounding | |
| Heuristics | |
| Numeracy Skills—Check 2 | |
| Problem Solving with Geometry | |
| Geometry | |
| Formulas | |
| Measurement | |
| Percent | |
| Exponents | |
| Square Roots | |
| Using Formulas | |
| Estimation | |
| Parallelograms | |
| Proportion | |
| Fractions | |
| Decimals | |
| Rates | |
| Unit Conversions | |
| Rounding | |
| Circles | |
| Spheres | |
| Cylinders | |
| Cones | |
| Ratio | |
| Formulas | |
| Percent | |
| Bar Graphs | |
| Averages | |
| Tables of Data | |
| Problem Solving with Signed Numbers | |
| Variables: Developing A Symbol Sense | |
| Signed Numbers | |
| Addition | |
| Subtraction | |
| Opposites | |
| Operations with Signed Numbers | |
| Multiplication | |
| Division | |
| Exponents | |
| Numeracy Skills—Check 3 | |
| Part 1 Gateway Review | |
| Interpreting and Constructing Tables and Graphs | |
| Variables | |
| Relationships Defined by Tables | |
| Converting Tables to Graphs | |
| Measurement | |
| Plotting Data Points | |
| Cartesian Coordinates | |
| Labeling Points | |
| Converting Graphs to Tables | |
| Mathematical Modeling Involving a Single Operation | |
| Relationships Defined by Tables and Graphs in Verbal and Symbolic Form | |
| Introduction to Solving Linear Equations | |
| Commutative Property | |
| Evaluating and Solving Equations of the Form y = ax Verbally and Algebraically | |
| Evaluating and Solving Equations of the Form y = x + b | |
| Algebraic Skills Check | |
| Algebraic Expressions Involving Multiple Operations | |
| Algebraic Rules with Two Operations | |
| Generalizing Symbolically | |
| Distributive Property | |
| Order of Operations | |
| Signed Numbers | |
| Formulas | |
| Solving Equations Involving Two or More Operations | |
| Conceptual Basis for Algebraic Equations | |
| Evaluating and Solving Linear Equations of the Form y = ax + b | |
| Tables | |
| Symbolic Rule | |
| Exploring the Distributive Property in Solving Equations | |
| Distributive Property | |
| Factoring Using the Greatest Common Factor | |
| Combining Like Terms | |
| Algebraic Expressions | |
| Solving Linear Equations | |
| Solving Linear Equations Using the Distributive Property | |
| Part 2 Gateway Review | |
| Function Sense | |
| Introduction to Functions | |
| Numeric, Graphical and Symbolic Representation of Functions | |
| Domain | |
| Range | |
| Interpretation of Graphs | |
| Functions—Increasing, Decreasing, Extrema | |
| Exploring Rate of Change | |
| Interpolation of Graphs | |
| Functions—Increasing, Decreasing | |
| Rate of Change | |
| Rate of Change Notation | |
| Examples of Functions | |
| Numerical, Graphical and Symbolic Representation of Functions | |
| Functions Defined by Graphs | |
| Intercepts | |
| Domain | |
| Range | |
| Extrema | |
| Scaling | |
| Linear Functions | |
| Extending the Domain: Interpolation and Extrapolation | |
| Scaling | |
| Domain | |
| Range | |
| Interpolation | |
| Extrapolation | |
| Linear Functions | |
| Introduction to Linear Functions | |
| Rate of Change | |
| Slope | |
| Linear Functions—Numerical and Graphical Representation | |
| Intercepts | |
| Scaling | |
| Deriving Equations | |
| Slope-Intercept Form | |
| Break-Even Point | |
| Function Notation | |
| Problem Solving Using Linear Functions | |
| Deriving Equations | |
| Solving Equations Graphically and Algebraically | |
| Inequalities | |
| Deriving an Equation in Slope-Intercept Form from Data | |
| Regression Lines and Systems of Equations Involving Linear Functions | |
| Deriving an Equation in Slope-Intercept Form from Graph and Data | |
| Line of Best Fit | |
| Recognizing Linearity Graphically | |
| Solving Systems of Linear Equations Numerically, Graphically, and by Substitution | |
| Inequalities | |
| Part 4 Gateway Review | |
| Appendix A | |
| Glossary | |
| Answers to Skill Check and Gateway Review Problems | |
| Index | |
| Table of Contents provided by Publisher. All Rights Reserved. |