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Geometry Gmat Preparation Guide (Manhattan GMAT Preparation Guides)
MG Prep, Inc. Product Details - Ratings and reviews for geometry gmat preparation guide (manhattan gmat preparation guides). |

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by: Manhattan Gmat Prep
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Sales Rank: 18977 MG Prep, Inc. Released: 2008-10 |
Avg. Customer Review:  Eligible for FREE Super Saver Shipping on orders over $25. Media: Paperback (1) Also Available in: Paperback.
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| Price: $17.16 |
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Product Description
Geometry (1 of the 7 books in Manhattan GMAT?s Preparation Guide series) provides a highly organized and structured approach to the variety of questions in this quantitative content area. Students learn every geometric principle, formula, and problem type tested on the GMAT and they master the intricacies of shapes, planes, lines, angles, and objects. The book offers a unique balance between two competing emphases: test-taking strategies and in-depth content understanding. Practice problem-sets build specific foundational skills in each topic and include the most advanced content that many other prep books ignore. As the average GMAT score required to gain admission to top b-schools continues to rise, this guide provides test-takers with the depth and volume of advanced material essential for succeeding on the GMAT?s computer adaptive format. Book also includes online access to 3 full-length Simulated Practice GMAT Exams at Manhattan GMAT?s website.
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Geometry Gmat Preparation Guide (Manhattan GMAT Preparation Guides)
- Paperback: 112 pages
- Publisher: MG Prep, Inc.; 2008-10
- Label: MG Prep, Inc.
- Studio: MG Prep, Inc.
- ISBN: 0981853331
- Average Customer Review:
based on 1 reviews
- Sales Rank in Books: #18977
Avg. Customer Review:
0 of 0 people found the following review helpful:
Customer Rating: 
Summary: Major imrovement over the previous version 2008-12-20
Comment: The geometry portion of GMAT has become much more difficult over the years. GMAT rarely test the basics (what is an area of a triangle?), but GMAT tests such things as "find the midpoint of a perpendicular bisector of a line with with equation y=mx+b".
The explanation of triangles and all its intricacies are explained in detail, such as a height of a triangle can be any perpndicular side of a base of a triangle even though the height is external to the triangle.
The book really shines in coordinate geometry. It provides very good explainations of finding intersection of two lines and perpendicular bisectors.
I highly recommend this book to those who are preparing for GMAT.
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