Analytic Geometry of Space by V. Snyder & T. P. Hill
Analytic Geometry of Space - Table of Contents
- 1. Coordinates
- 2. Planes and Lines
- 3. Transformation of Coordinates
- 4. Types of Surfaces
- 5. The Sphere
- 6. Forms of Quadric Surfaces
- 7. Classification of Quadric Surfaces
- 8. Some Properties of Quadric Surfaces
- 9. Tetrahedral Coordinates Article
- 10. Quadric Surfaces in Tetrahedral Coordinates
- 11. Linear Systems of Quadrics
- 12. Transformations of Space
- 13. Curves and Surfaces in Tetrahedral Coordinates
- 14. Differential Geometry
What You Will Learn in Analytic Geometry of Space
Analytic Geometry of Space by V. Snyder and T. P. Hill is an authoritative mathematics textbook designed for advanced undergraduate students in solid geometry. Serving as an essential open academic reference, this volume provides a robust framework for analytical geometry 3d book pdf problem solving practice.
The monograph systematically covers spatial Cartesian coordinates, equations of lines and planes, properties of spheres, quadric surfaces (ellipsoids, paraboloids, hyperboloids), tetrahedra, cubic curves, and transformation of 3D coordinates. By combining elegant synthetic geometry with algebraic methods, Snyder and Hill enable readers to execute essential spatial surface transformations and intersection analyses with high accuracy.
Valued globally by geometers, historians of science, and engineering students for its logical clarity, geometric rigor, and challenging exercises, this vintage study guide remains an exceptional resource. The authors’ detailed exposition equips learners with vital analytical skills required for mastering modern 3D coordinate geometry principles.
Book Details & Specifications
Title:
Analytic Geometry of Space by V. Snyder & T. P. Hill
Publisher:
H. Holt and Company
Year:
1914
Pages:
318
Type:
PDF
Language:
English
ISBN-10 #:
B01DRQ4IMO
ISBN-13 #:
N\A
License:
Public Domain Work
Amazon:
Amazon
About the Author: Virgil Snyder
The author Virgil Snyder
(1869–1950) was a prominent American mathematician and Professor at Cornell University who served as President of the American Mathematical Society (AMS), renowned for his seminal work in algebraic geometry.
Together with T. P. Hill, their joint text stands as a timeless solid analytic geometry, spatial surfaces, and 3D coordinate geometry study guide.
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