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| 0.1: Changing Units of Measure Within Systems |
| 0.2: Changing Units of Measure Between Systems |
| 0.3: Simple Probability |
| 0.4: Algebraic Expressions |
| 0.5: Linear Equations |
| 0.6: Linear Inequalities |
| 0.7: Ordered Pairs |
| 0.8: Systems of Linear Equations |
| 0.9: Square Roots and Simplifying Radicals |
| 1.1: Points, Lines, and Planes |
| 1.2: Line Segments and Distance |
| 1.3: Locating Points and Midpoints |
| 1.4: Angle Measure |
| 1.5: Angle Relationships |
| 1.6: Two-Dimensional Figures |
| 1.7: Transformations in the Plane |
| 1.8: Three-Dimensional Figures |
| 1.9: Two-Dimensional Representations of Three-Dimensional Figures |
| 1.10: Precision and Accuracy |
| 2.1: Conjectures and Counterexamples |
| 2.2: Statements, Conditionals, and Biconditionals |
| 2.3: Deductive Reasoning |
| 2.4: Writing Proofs |
| 2.5: Proving Segment Relationships |
| 2.6: Proving Angle Relationships |
| 2.7: Parallel Lines and Transversals |
| 2.8: Slope and Equations of Lines |
| 2.9: Proving Lines Parallel |
| 2.10: Perpendiculars and Distance |
| 3.1: Reflections |
| 3.2: Translations |
| 3.4: Compositions of Transformations |
| 3.5: Symmetry |
| 4.1: Angles of Triangles |
| 4.2: Congruent Triangles |
| 4.3: Proving Triangles Congruent – SSS, SAS |
| 4.4: Proving Triangles Congruent – ASA, AAS |
| 4.5: Proving Right Triangles Congruent |
| 4.6: Isosceles and Equilateral Triangles |
| 4.7: Triangles and Coordinate Proof |
| 5.1: Bisectors of Triangles |
| 5.2: Medians and Altitudes of Triangles |
| 5.3: Inequalities in One Triangle |
| 5.4: Indirect Proof |
| 5.5: The Triangle Inequality |
| 5.6: Inequalities in Two Triangles |
| 6.1: Angles of Polygons |
| 6.2: Parallelograms |
| 6.3: Tests for Parallelograms |
| 6.4: Special Parallelograms: Rectangles |
| 6.5: Special Parallelograms: Rhombi, Squares |
| 6.6: Trapezoids and Kites |
| 7.1: Dilations |
| 7.2: Similar Polygons |
| 7.3: Similar Triangles: AA Similarity |
| 7.4: Similar Triangles: SSS and SAS Similarity |
| 7.5: Parallel Lines and Proportional Parts |
| 7.6: Parts of Similar Triangles |
| 8.1: Geometric Mean |
| 8.2: The Pythagorean Theorem and Its Converse |
| 8.3: Special Right Triangles |
| 8.4: Trigonometry |
| 8.5: Angles of Elevation and Depression |
| 8.6: The Law of Sines |
| 8.7: The Law of Cosines |
| 9.1: Circles and Circumference |
| 9.2: Measuring Angles and Arcs |
| 9.3: Arcs and Chords |
| 9.4: Inscribed Angles |
| 9.5: Tangents |
| 9.6: Secants, Tangents, and Angle Measures |
| 9.7: Equations of Circles |
| 9.8: Equations of Parabolas |
| 10.1: Areas of Parallelograms and Triangles |
| 10.2: Areas of Trapezoids, Rhombi, and Kites |
| 10.3: Areas of Circles and Sectors |
| 10.4: Areas of Regular Polygons and Composite Figures |
| 10.5: Area and Nonrigid Transformations |
| 10.6: Surface Area |
| 11.1: Cross Sections and Solids of Revolution |
| 11.2: Volumes of Prisms and Cylinders |
| 11.3: Volumes of Pyramids and Cones |
| 11.4: Spheres |
| 11.5: Spherical Geometry |
| 11.6: Volume and Nonrigid Transformations |
| 11.7: Applying Measurements |
| 12.1: Representing Sample Spaces |
| 12.2: Probability and Counting |
| 12.3: Probability with Permutations and Combinations |
| 12.4: Geometric Probability |
| 12.5: Probability and the Multiplication Rule |
| 12.6: Probability and the Addition Rule |
| 12.7: Conditional Probability |
| 12.8: Two-Way Frequency Tables |