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Kendall/Hunt
Chapter 1 Basic Concepts and Relationships
Basic Concepts
Angles and Angle Measure
Special Relationships: Angles and Lines
Combination of Functions
Inverse Functions
Chapter 2
Two Polygons
Introduction to Polygons
Congruent Triangles
Similar Triangles
Chapter 3
Circles and Constructions
Introduction to Circles
Constructions
Chapter 4
Perimeter and Area: Pythagorean Theorem
Perimeter and Area
The Pythagorean Theorem
Surface Area
Chapter 5
Introduction to the Deductive Process
Making Conclusions
The Components of a Deductive System
Conditional Statements
Deductive Logic
Chapter 6
Using the Deductive Process
Introduction to Deductive Proofs
Congruent Triangle Proofs
Isosceles Triangle Proofs
Chapter 7
Proofs Involving Transversals and Inequalities
Transversals and Inequalities
Proving That Lines Are Parallel and Perpendicular Lines
Chapter 8
Parallelograms
Characteristics of Parallelograms
Proving That a Quadrilateral Is a Parallelogram
Rhombuses, Rectangles And Squares
Chapter 9
Special Relationships in Triangles
Right Triangles
General Properties of Triangles
Chapter 10
Proofs
Involving Circles
Postulates and Definitions
Angles That Have Vertices
on the Circle
Angles That Have Vertices in the Exterior and Interior of the Circle
Tangents and Secant Segments
Tangent Relationships for Two Circles
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