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Essentials of Geometry for College Students

Authors: Margaret L. Lial, Arnold R. Steffensen, L. Murphy Johnson
Publisher: Addison Wesley
Category: Book

List Price: $105.00
Buy Used: $1.00
You Save: $104.00 (99%)



New (2) Used (22) from $1.00

Rating: 2.0 out of 5 stars 1 reviews
Sales Rank: 849455

Media: Hardcover
Pages: 431
Number Of Items: 1
Shipping Weight (lbs): 2
Dimensions (in): 9.6 x 7.8 x 1.3

ISBN: 0673384195
Dewey Decimal Number: 516.2
EAN: 9780673384195

Publication Date: January 7, 1997
Availability: Usually ships in 1-2 business days
Condition: very usable copy - Loc 75r3

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Editorial Reviews:

Product Description
This applications-oriented text covers all the geometry needed by students planning to take courses in intermediate algebra, college algebra, trigonometry, or calculus. It presumes an understanding of beginning algebra. The presentation is concise and practical; some of the theorem and proof rigor of a traditional geometry course has been replaced by a more intuitive approach that emphasizes applications to future coursework and to everyday life. Essentials of Geometry for College Students features the accessible writing style and thorough pedagogy that have distinguished the many successful texts by the authors. Full-page chapter introductions, with striking photographs, preview applications that are solved later in the chapter. Throughout, detailed examples with step-by-step solutions and second-color annotations ensure comprehension. Definitions, postulates, theorems, and constructions are set off in colored boxes. Practice exercises parallel examples to help students assimilate concepts and techniques. An extensive exercise set follows each section, offering both routine drill problems and more challenging applications and extensions. Historical background, brainteasers, and illustrations to add interest.


Customer Reviews:

2 out of 5 stars Not for serious geometry students   June 4, 2006
Ken Burns (Claremont, CA USA)
5 out of 6 found this review helpful

I only own a copy of the first edition (1990), but unless adding a new author (Brown) or drastically changing the text has greatly improved anything, the book doesn't try for much more than its title indicates. Like many other college introductory geometry texts, this isn't much more than high-school-level geometry without all the colorful pictures and stories that are supposed to make the topic fun and show the application of geometry to our lives (making this book about a third the size of most high school texts).
This book is not bad, and is probably fine for the student who just needs a basic understanding of Euclidean plane geometry (with chapters on solid and analytical geometry, and trig). Many of the theorems are proved (two-column proofs). The exercises are more into reinforcing the chapter contents (solving numerical problems and showing concept understanding) than in exploring new material and applications.
For authors that introduce a more rigorous approach, and show how beautiful geometry can be; try Coxeter and Posamentier.


 
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