**Analytic Geometry of Space**

by V. Snyder, T.P. Hill

**Publisher**: H. Holt and Company 1914**ISBN/ASIN**: 1603860177**Number of pages**: 322

**Description**:

In this book, which is planned for an introductory course, the first eight chapters include the subjects usually treated in rectangular coordinates. They presuppose as much knowledge of algebra, geometry, and trigonometry as is contained in the major requirement of the College Entrance Examination Board, and as much plane analytic geometry as is contained in the better elementary textbooks.

Download or read it online for free here:

**Download link**

(multiple formats)

## Similar books

**The Elements of Analytic Geometry**

by

**Percey F. Smith, A. S. Gale**-

**Ginn & company**

This is a drill book for beginners which presents the elements of the subject in a manner conforming with modern ideas. The scope is limited by the assumption that a knowledge of Algebra through quadratics must suffice for any investigation ...

(

**4230**views)

**Analytic Geometry**

by

**L. P. Siceloff, G. Wentworth, D. E. Smith**-

**Ginn and Company**

Contents: Geometric Magnitudes; Loci and their Equations; The Straight Line; The Circle; Transformation of Coordinates; The Parabola; The Ellipse; The Hyperbola; Conics in General; Polar Coordinates; Higher Plane Curves; Point, Plane, and Line; etc.

(

**21075**views)

**Analytic Geometry and Principles of Algebra**

by

**A. Ziwet, L.A. Hopkins, E.R. Hedrick**-

**The Macmillan Company**

The book combines analytic geometry and topics traditionally treated in college algebra that depend upon geometric representation. Through this combination it becomes possible to show the student more directly the meaning of these subjects.

(

**9753**views)

**Higher Geometry: an introduction to advanced methods in analytic geometry**

by

**Frederick S. Woods**-

**Ginn & Co.**

This book aims to present some of the general concepts and methods which are necessary for advanced work in algebraic geometry, and thus to bridge the gap between the usual text in analytic geometry and treatises or articles on special topics.

(

**5119**views)