E-Z Geometry by Lawrence S. Leff

E-Z Geometry



Download E-Z Geometry




E-Z Geometry Lawrence S. Leff
Language: English
Page: 505
Format: pdf
ISBN: 0764139185, 9780764139185
Publisher: Barron's Educational Series

Known for many years as Barron's Easy Way Series, the new editions of these popular self-teaching titles are now Barron's E-Z Series. Brand-new cover designs reflect all new page layouts, which feature extensive two-color treatment, a fresh, modern typeface, and more graphic material than ever-- charts, graphs, diagrams, instructive line illustrations, and where appropriate, amusing cartoons. Meanwhile, the quality of the books' contents remains at least as high as ever. Barron's E-Z books are self-help manuals focused to improve students' grades in a wide variety of academic and practical subjects. For most subjects, the level of difficulty ranges between high school and college-101 standards. Although primarily designed as self-teaching manuals, these books are also preferred by many teachers as classroom supplements--and for some courses, as main textbooks. E-Z books review their subjects in detail, and feature both short quizzes and longer tests with answers to help students gauge their learning progress. Subject heads and key phrases are set in a second color as an easy reference aid. Barron's E-Z Geometry covers the "how" and "why" of geometry, with examples, exercises, and solutions throughout, plus hundreds of drawings, graphs, and tables.

From the Inside Flap

(back cover ) Geometry makes sense when you approach it the E-Z way! Open this book for a clear, concise, step-by-step review of: The "how" and "why" of geometry Parallel lines and polygons Congruent and similar triangles Right and similar triangles Proofs and mathematical reasoning Special quadrilaterals Circles and angle measurement Area and volume Locus and coordinates Transformation Geometry Measure your progress as you learn geometry: Complete the review questions within each chapter Wrap up each unit with a set of cumulative review questions and answers And discover that learning geometry can be E-Z!

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