Book contents
- Frontmatter
- Preface
- Contents
- 0 A Quick Review of Elementary Euclidean Geometry
- 1 The Elements of GeoGebra
- 2 The Classical Triangle Centers
- 3 Advanced Techniques in GeoGebra
- 4 Circumscribed, Inscribed, and Escribed Circles
- 5 The Medial and Orthic Triangles
- 6 Quadrilaterals
- 7 The Nine-Point Circle
- 8 Ceva's Theorem
- 9 The Theorem of Menelaus
- 10 Circles and Lines
- 11 Applications of the Theorem of Menelaus
- 12 Additional Topics in Triangle Geometry
- 13 Inversions in Circles
- 14 The Poincaré Disk
- References
- Index
- About the Author
This chapter is part of a book that is no longer available to purchase from Cambridge Core
Contents
Book contents
- Frontmatter
- Preface
- Contents
- 0 A Quick Review of Elementary Euclidean Geometry
- 1 The Elements of GeoGebra
- 2 The Classical Triangle Centers
- 3 Advanced Techniques in GeoGebra
- 4 Circumscribed, Inscribed, and Escribed Circles
- 5 The Medial and Orthic Triangles
- 6 Quadrilaterals
- 7 The Nine-Point Circle
- 8 Ceva's Theorem
- 9 The Theorem of Menelaus
- 10 Circles and Lines
- 11 Applications of the Theorem of Menelaus
- 12 Additional Topics in Triangle Geometry
- 13 Inversions in Circles
- 14 The Poincaré Disk
- References
- Index
- About the Author
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- Information
- Exploring Advanced Euclidean Geometry with GeoGebra , pp. xiii - xviPublisher: Mathematical Association of AmericaPrint publication year: 2013