Course of Analytical Geometry
by Ruslan Sharipov
Publisher: UFA 2011
Number of pages: 226
This book is a regular textbook of analytical geometry covering vector algebra and its applications to describing straight lines, planes, and quadrics in two and three dimensions. The stress is made on vector algebra by using skew-angular coordinates and by introducing some notations and prerequisites for understanding tensors. The book is addressed to students specializing in mathematics, physics, engineering, and technologies.
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by V. Snyder, T.P. Hill - H. Holt and Company
In this book, the first eight chapters include the subjects usually treated in rectangular coordinates. They presuppose as much knowledge of algebra, geometry, and trigonometry as in the major requirement of the College Entrance Examination Board.
by M. Briot, M. Bouquet - Werner school book company
This translation has been made with the hope that the high scientific character of Briot et Bouquets Legons de Geometric Analytique may contribute something toward the improvement of the standard of instruction in the elements of analytical 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.
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.