Contents of Geometry

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Chapter 1 is Building a Geometry Vocabulary on page 1. Page 2 is The Building Blocks of Geometry, 6 is Definitions and Postulates. 9 is Inductive Verses Deductive Reasoning.10 is the IF...THEN...Sentence Structure. 11 is Review Exercises for Chapter 1. Chapter 2 is Measure and Congruence starting on page 15, 16 is Measuring Segments and Angles. 18 is Betweenness of Points and Rays. 21 is Congruence. 22 is Midpoint and Bisector. 24 is Diagrams and Drawing Conclusions. 25 is Properties of Equality and Congruence. 28 is Additional Properties of Equality and Congruence. 28 is Additional Properties of Equality. 31is the Two-Column Proof Format. 32 is Review Exercises for Chapter 2. Chapter 3 starts on page 39 called Angle Pairs and Perpendicular Lines. Page 40 starts Supplementary and Complementary Angle Pairs. 42 starts Adjacent and Vertical Angle Pairs. 44 starts Theorems Relating to Complementary, Supplementary, and Vertical Angles. 48 starts Definitions and Theorems Relating to Right Angles and Perpendiculars. 54 starts A Word About the Format of a Proof. 54 also starts the Review Exercises for Chapter 3. Chapter 4 is Parallel Lines starting on page 59. Page 60 is Planes and Lines. 61 starts Properties of Parallel Lines. 70 starts Converses and Methods of Proving Lines Parallel. 73 starts the Parallel Postulate. 75 starts Review Exercises for Chapter 4. Chapter 5 is about Angles of a Poygon with page 81.page 82 start the Anatomy of a Polygon. 85 starts Angles of a Triangle. 89 starts Exterior Angles of a Triangle.93 starts Angles of a Polygon. 97 Review Exercises for Chapter 5 starts. Chapter 6 is Proving Triangles Are Congruent on pge 101. Page 102 starts Correspondences and Congruent Triangles. 105 Proving Triangles Congruent: AAS and Hy-Leg Methods starts. 110 Proving Overlapping Triangles Congruent starts. 113 Proving Triangles Congruent: AAS and Hy-Leg Methods starts. 118 is When Two Triangles Are NOT Congruent. 119 Review Exercises for Chapter 6 begin. Chapter 7 Applying Congruent Triangles begins on page 125. On page 126 Using Congruent Triangles to Prove Segments and Angles Congruent starts. Then Using Congruent Triangles to Prove Special Properties of Lines starts on page 129. Classifying Triangles and Special Segments starts on 131. The Isosceles Triangle starts on 135. Double Congruence Proofs starts on 139. Review Exercises for Chapter 7 starts on 142. Cumulative Review Exercises: Chapters 1-7 start on 149. ( will move to the next lesson)