Understanding Elementary Algebra with Geometry: A Course for College Students (6th Edition w/CD-ROM)

Hirsch, Lewis R.; Goodman, Arthur

ISBN 10: 0534999727 / ISBN 13: 9780534999728

Published by Brooks Cole, 2005

About this Item

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Seller Inventory # Q-0534999727

Bibliographic Details

• Title: Understanding Elementary Algebra with Geometry: A Course for College Students (6th Edition w/CD-ROM)
• Publisher: Brooks Cole
• Publication Date: 2005
• Language: English
• ISBN 10: 0534999727
• ISBN 13: 9780534999728
• Binding: hardcover
• Condition: New
• Weight: 58 ounces

About this title

Synopsis

Hirsch and Goodman offer a mathematically sound, rigorous text to those instructors who believe students should be challenged. The text prepares students for future study in higher-level courses by gradually building students' confidence without sacrificing rigor. To help students move beyond the "how" of algebra (computational proficiency) to the "why" (conceptual understanding), the authors introduce topics at an elementary level and return to them at increasing levels of complexity. Their gradual introduction of concepts, rules, and definitions through a wealth of illustrative examples -- both numerical and algebraic--helps students compare and contrast related ideas and understand the sometimes-subtle distinctions among a variety of situations. This author team carefully prepares students to succeed in higher-level mathematics.

About the Authors

Lewis Hirsch (Ph.D., Pennsylvania State University) currently teaches in the mathematics department at Rutgers University. Dr. Hirsch teaches both developmental mathematics and higher level courses such as college algebra and pre-calculus. His experiences in the classroom make him committed to properly preparing students in lower-level courses so they can succeed in for credit courses, and this is reflected in the way he writes his textbooks.

Dr. Arthur Goodman (Ph.D., Yeshiva University) currently teaches in the mathematics department at Queens College of the City University of New York. Dr. Goodman takes great pride in the mathematical accuracy and in depth explanation in all of his textbooks.