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Geometry : includes plane, analytic, and transformational geometries / Barnett Rich, PhD (former Chairman, Department of Mathematics, Brooklyn Technical High School, New York City), Christopher Thomas, PhD, (Professor and Chair, Department of Mathematics, Masachusetts College of Liberal Arts, North Adams, MA).

By: Rich, Barnett, 1906- [author.].
Contributor(s): Thomas, Christopher, 1973- [author.].
Material type: materialTypeLabelBookSeries: Schaum's outline series: Publisher: New York : McGraw-Hill Education, [2018]Copyright date: ©2018Edition: Sixth edition.Description: x, 342 pages : illustrations ; 28 cm.Content type: text Media type: unmediated Carrier type: volumeISBN: 9781260010572; 1260010570.Other title: Schaum's outlines geometry [Half t.p. title:].Subject(s): Geometry -- Problems, exercises, etc | Geometry | GeometryGenre/Form: Problems and exercises.DDC classification: 516
Contents:
Lines, angles, and triangles -- Methods of proof -- Congruent triangles -- Parallel lines, distances, and angle sums -- Parallelograms, trapezoids, medians, and midpoints -- Circles -- Similarity -- Trigonometry -- Areas -- Regular polygons and the circle -- Locus -- Analytic geometry -- Inequalities and indirect reasoning -- Improvement of reasoning -- Constructions -- Proofs of important theorems -- Extending plane geometry into solid geometry -- Transformations -- Conic sections -- Non-Euclidean geometry.
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Current location Call number Copy number Status Date due Item holds
University of Santo Tomas-Legazpi Graduate School and Law Library
QA445 .R53 2018 (Browse shelf) 1 Available
Total holds: 0

Includes index.

Lines, angles, and triangles -- Methods of proof -- Congruent triangles -- Parallel lines, distances, and angle sums -- Parallelograms, trapezoids, medians, and midpoints -- Circles -- Similarity -- Trigonometry -- Areas -- Regular polygons and the circle -- Locus -- Analytic geometry -- Inequalities and indirect reasoning -- Improvement of reasoning -- Constructions -- Proofs of important theorems -- Extending plane geometry into solid geometry -- Transformations -- Conic sections -- Non-Euclidean geometry.

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