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Geometry Designed for Understanding

Jacobs€™ Geometry utilizes a clear, conversational, engaging approach to teach your student the concepts, principles, and application of Geometry through practical, real-life application! Harold Jacobs guides your student through Geometry, enabling them to discover the concepts & their applications for themselves in order to develop an understanding of the principles that goes beyond simple memorization to pass a test.

Jacobs€™ unique instructional approach to math means your student:

  • Develops a true understanding of geometric principles
  • Interacts with concepts using real-world examples, ensuring they€™ll know exactly how to apply the material they are learning to real-life and other academic subjects
  • Is prepared to take their understanding of Geometry concepts outside the math textbook and successfully apply them to higher math courses, sciences, & everyday life
  • Is equipped with an understanding of the foundational mathematical concepts of Geometry€”and once a student truly understands the concepts in Geometry, they are equipped & prepared for all higher math & sciences!

Engaging, Real-World Instruction

Understanding both the why and how of Geometry is foundational to your student€™s success in high school and college. Jacobs€™ Geometry provides students with a clear and thorough understanding of why concepts work, as well as how they are applied to solve real-world problems.

A Top Choice for High School Success & College Prep

Jacobs€™ Geometry has proven its ability to guide students towards success and is still the choice of top teachers and schools. The unique instructional method within Jacobs€™ Geometry ensures your student understands both the why and how of Geometry and establishes a strong foundation for higher math & science courses. If your student is planning for college or a STEM career, Jacobs€™ Geometry ensures they are equipped with the tools they need to succeed!

Geometry Student Text Includes:

  • Full Color Illustrations
  • 16 sections, covering deductive reasoning, lines & angles, congruence, inequalities, quadrilaterals, area, triangles, circles, theorems, polygons, geometric solids, and more!
  • Answers to select exercises in the back of the text
  • Flexible based on focus & intensity of course
    • Set I exercises review ideas & concepts from previous lessons to provide ongoing application of material.
    • Set II exercises allow student to apply material from the new lesson
    • Set III exercises provided additional, more challenging problems

Table of Contents

  • Forewords
  • A Letter to the Student
  • Acknowledgments
  • Introduction: Euclid, the Surfer, and the Spotter
  • Inductive Reasoning
  • 1. An Introduction to Geometry
  • 2. The Nature of Deductive Reasoning
  • 3. Lines and Angles
  • 4. Congruence
  • 5. Inequalities
  • 6. Parallel Lines
  • 7. Quadrilaterals
  • 8. Transformations
  • Midterm Review
  • 9. Area
  • 10. Similarity
  • 11. The Right Triangle
  • 12. Circles
  • 13. The Concurrence Theorems
  • 14. Regular Polygons and the Circle
  • 15. Non-Euclidean Geometries
  • 16. Inequalities
  • Final Review
  • Glossary
  • Formulary
  • Postulates and Theorems
  • Answers to Selected Exercises
  • Illustration Credits
  • Index


€œThis is one of the great geometry books of all time!€

Donald J. Albers, The Mathematical Association of America

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