Regents Geometry Power Pack Revised Edition

Cover
Title Page
Copyright Information
Dedication
Preface
Chapter 1: The Tools of Geometry
	1.1 The Building Blocks of Geometry
	1.2 Basic Relationships Among Points, Lines, and Planes
	1.3 Brief Review of Algebra Skills
Chapter 2: Angle and Segment Relationships
	2.1 Basic Angle Relationships
	2.2 Bisectors, Midpoint, and the Addition Postulate
	2.3 Angles in Polygons
	2.4 Parallel Lines
	2.5 Angles and Sides in Triangles
Chapter 3: Constructions
	3.1 Basic Constructions
	3.2 Constructions that Build on the Basic Constructions
	3.3 Points of Concurrency, Inscribed Figures, and Circumscribed Figures
Chapter 4: Introduction to Proofs
	4.1 Structure and Strategy of Writing Proofs
	4.2 Using Key Idea Midpoints, Bisectors, and Perpendicular Lines
	4.3 Properties of Equality
	4.4 Using Vertical Angles, Linear Pairs, and Complementary and Supplementary Angles
	4.5 Using Parallel Lines
	4.6 Using Triangle Relationships
Chapter 5: Transformations and Congruence
	5.1 Rigid Motion and Similarity Transformations
	5.2 Properties of Transformations
	5.3 Transformations in the Coordinate Plane
	5.4 Symmetry
	5.5 Compositions of Rigid Motions
Chapter 6: Triangle Congruence
	6.1 The Triangle Congruence Criterion
	6.2 Proving Triangles Congruent
	6.3 CPCTC
	6.4 Proving Congruence by Transformations
Chapter 7: Geometry in the Coordinate Plane
	7.1 Length, Distance, and Midpoint
	7.2 Perimeter and Area Using Coordinates
	7.3 Slope and Equations of Lines
	7.4 Equations of Parallel and Perpendicular Lines
	7.5 Equations of Lines and Transformations
	7.6 The Circle
Chapter 8: Similar Figures and Trigonometry
	8.1 Similar Figures
	8.2 Proving Triangles Similar and Similarity Transformations
	8.3 Similar Triangle Relationships
	8.4 Right Triangle Trigonometry
Chapter 9: Parallelograms and Trapezoids
	9.1 Parallelograms
	9.2 Proofs with Parallelograms
	9.3 Properties of Special Parallelograms
	9.4 Trapezoids
	9.5 Classifying Quadrilaterals and Proofs Involving Special Quadrilaterals
	9.6 Parallelograms and Transformations
Chapter 10: Coordinate Geometry Proofs
	10.1 Tools and Strategies of Coordinate Geometry Proofs
	10.2 Parallelogram Proofs
	10.3 Triangle Proofs
Chapter 11: Circles
	11.1 Definitions, Arcs, and Angles in Circles
	11.2 Congruent, Parallel, and Perpendicular Chords
	11.3 Tangents
	11.4 Angle-Arc Relationships with Chords, Tangents, and Secants
	11.5 Segment Relationships in Intersecting Chords, Tangents, and Secants
	11.6 Area, Circumference, and Arc Length
Chapter 12: Solids and Modeling
	12.1 Prisms and Cylinders
	12.2 Cones, Pyramids, and Spheres
	12.3 Cross Sections and Solids of Revolution
	12.4 Proving Volume and Area by Dissection, Limits, and Cavalieri’s Principle
	12.5 Modeling and Design
Answers and Solutions to Practice Exercises
Glossary of Geometry Terms
Summary of Geometric Relationships and Formulas
About the Exam
Appendix I: The Geometry Learning Standards
Appendix II: Practice and Test-Taking Tips
June 2018 Regents Exam
Cover
Title Page
Copyright Information
Dedication
Preface
About the Exam
Test-Taking Tips
A Brief Review of Key Geometry Facts and Skills
	1 Angle, Line, and Plane Relationships
	2. Triangle Relationships
	3 Constructions
	4 Transformations
	5 Triangle Congruence
	6 Coordinate Geometry
	7 Similar Figures
	8 Trigonometry
	9 Parallelograms
	10 Coordinate Geometry Proofs
	11 Circles
	12 Solids
Glossary of Geometry Terms
Regents Examinations, Answers, and Self-Analysis Charts
	August 2017 Exam
	June 2018 Exam
	August 2018 Exam
	June 2019 Exam
	August 2019 Exam
The Geometry Learning Standards