Chapter 2. Coordinate Geometry
Chapter 3. Polygons in the Coordinate Plane
4.5 Carry a Polygon onto Itself
5.1 Dilations of Line Segments
5.2 Dilations of Polygons
5.3 Dilations of Lines
Chapter 6. Transformation Proofs
6.1 Properties of Transformations
6.2 Sequences of Transformations
6.3 Transformations and Congruence
6.4 Transformations and Similarity
Chapter 7. Circles in the Coordinate Plane
7.1 Equation of a Circle
7.2 Graph Circles
Chapter 8. Foundations of Euclidean Geometry
8.1 Postulates, Theorems and Proofs
8.2 Parallel Lines and Transversals
Chapter 9. Triangles and Congruence
9.1 Angles of Triangles
9.2 Triangle Inequality Theorem
9.3 Segments in Triangles
9.4 Isosceles and Equilateral Triangles
9.5 Triangle Congruence Methods
9.6 Prove Triangles Congruent
9.7 Overlapping Triangles
Chapter 10. Triangles and Similarity
10.1 Properties of Similar Triangles
10.2 Triangle Similarity Methods
10.3 Prove Triangles Similar
10.4 Triangle Angle Bisector Theorem
10.5 Side Splitter Theorem
10.6 Triangle Midsegment Theorem
Chapter 11. Points of Concurrency
11.1 Incenter and Circumcenter
11.2 Orthocenter and Centroid
12.1 Congruent Right Triangles
12.2 Equidistance Theorems
12.3 Geometric Mean Theorems
13.1 Trigonometric Ratios
13.2 Use Trigonometry to Find a Side
13.3 Use Trigonometry to Find an Angle
13.4 Special Triangles
13.5 Cofunctions
13.6 SAS Sine Formula for Area of a Triangle
14.1 Angles of Polygons
14.2 Properties of Quadrilaterals
14.3 Use Quadrilateral Properties in Proofs
14.4 Prove Types of Quadrilaterals
14.5 Trapezoids
15.1 Circumference and Rotation
15.2 Arcs and Chords
15.3 Tangents
15.4 Secants
15.5 Circle Proofs
15.6 Arc Lengths and Sectors
16.1 Volume of a Sphere
16.2 Volume of a Prism or Cylinder
16.3 Volume of a Pyramid or Cone
16.4 Density
16.5 Lateral Area and Surface Area
16.6 Rotations of Two-Dimensional Objects
16.7 Cross Sections
17.1 Copy Segments, Angles, and Triangles
17.2 Construct an Equilateral Triangle
17.3 Construct an Angle Bisector
17.4 Construct a Perpendicular Bisector
17.5 Construct Lines Through a Point
17.6 Construct Inscribed Regular Polygons
17.7 Construct Points of Concurrency
17.8 Construct Circles of Triangles
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