Jumat, 22 Mei 2015

!! Download PDF How to Solve Word Problems in Geometry (How to Solve Word Problems (McGraw-Hill)), by Dawn B. Sova

Download PDF How to Solve Word Problems in Geometry (How to Solve Word Problems (McGraw-Hill)), by Dawn B. Sova

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How to Solve Word Problems in Geometry (How to Solve Word Problems (McGraw-Hill)), by Dawn B. Sova

How to Solve Word Problems in Geometry (How to Solve Word Problems (McGraw-Hill)), by Dawn B. Sova



How to Solve Word Problems in Geometry (How to Solve Word Problems (McGraw-Hill)), by Dawn B. Sova

Download PDF How to Solve Word Problems in Geometry (How to Solve Word Problems (McGraw-Hill)), by Dawn B. Sova

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How to Solve Word Problems in Geometry (How to Solve Word Problems (McGraw-Hill)), by Dawn B. Sova

The easiest way to solve the hardest problems! Geometry's extensive use of figures and visual calculations make its word problems especially difficult to solve. This book picks up where most textbooks leave off, making techniques for solving problems easy to grasp and offering many illustrative examples to make learning easy. Each year more than two million students take high school or remedial geometry courses. Geometry word problems are abstract and especially hard to solve--this guide offers detailed, easy-to-follow solution procedures. Emphasizes the mechanics of problem-solving. Includes worked-out problems and a 50-question self-test with answers.

  • Sales Rank: #1145064 in Books
  • Color: Yellow
  • Published on: 1999-11-11
  • Original language: English
  • Number of items: 1
  • Dimensions: 8.40" h x .43" w x 5.50" l, .43 pounds
  • Binding: Paperback
  • 153 pages
Features
  • ISBN13: 9780071346528
  • Condition: New
  • Notes: BRAND NEW FROM PUBLISHER! 100% Satisfaction Guarantee. Tracking provided on most orders. Buy with Confidence! Millions of books sold!

From the Back Cover
Word problems?? No problem!! Be prepared for the word-problem section of your test! With this easy-to-use pocket guide, solving word problems in geometry becomes almost fun. This anxiety-quelling guide helps you get ready for those daunting word problems, one step at a time. The fully explained examples show you how easy it can be to translate word problems into solvable geometric formulas--and get the answers right! You have complete directions for solving problems that involve extensive use of figures, visual calculations, and more. There's no geometry word problem too rough for How to Solve Word Problems in Geometry!

About the Author
Dawn Sova, Ph.D., is an Adjunct Professor at Montclair State University. She holds undergraduate degrees in mathematics and English, as well as a doctorate in English Literature. She serves as faculty advisor for courses offered through the Thomas Edison State College Distance Independent Adult Learning Program, and has worked as a consultant to several school districts in creating math and verbal SAT review curricula.

Most helpful customer reviews

15 of 15 people found the following review helpful.
You Need More Practice and More Review? Buy if you must!
By Chang Yuon
This book hardly teaches "how to solve word problem in Geometry". It just crams as much geometry definitions and theorems as it can into small space which can only confuse students that are already confused. In fact, the listing of concepts are not ordered well either.
I almost gave this book 1 star rating since I strongly believed this book DID NOT do the job as its' cover seem to promise. But!...I gave the author some credit for her good intentions and thought about some that it MIGHT benefit...
First, she gives us the shortest Geometry review ever! (I think even Cliff Notes does more)...and points to couple of examples that are somewhat helpful. It adds short exercises (about 10 per chapter) with complete solutions (which is nice). Yes, it may be good for those that want to quickly review (or the quickest review), but there are other books out there that are MUCH more...MUCH better.
I recommend: Geometry the Easy Way by L. Leff. And in many Test Prep. books like those of SAT and GRE contains surprisingly good reviews on Geometry with very insightful problems. I personally like Kaplan's materials.
One more note: The other book of this series "How to Solve Word Problems in Algebra" on the contrary does an excellent job! It really helps.

2 of 11 people found the following review helpful.
lethally dull
By the Gibbler
i picked up this book just 4 the fin of it, 4 lil geometry problem drill. goodness, so so many mistakes were found. first of all, this book is only good 4 people who alredy know geometry, not 4 ppl who hope 2 learn sum of it by reading this book, cuz if i dint no geometry b4 pickin up this book, i would be at a complete lost. 2ndly, the book has made so many mistakes in answers and problem solving techniques that, again, if u dint no how 2 solve the prob b4hand, u would b at a complete lost. lastly, the book would overwhelm its reader with all its definitions, postulates, and theorems. only about 1/5 of the whole book is actually problem solving and the problems are not even that "advanced" to play around with, only the typical ones u would find in any geometry textbook. the book, in my opinion, dusnt even really deserve 2 stars, but i'm nice. :) (P.S. try the how to solve word problems 4 algebra 1, a much more better and thorougly ritten book).

0 of 0 people found the following review helpful.
Good basic techniques on how to solve word problems.
By Victor L. Nazaire
How To Solve Word Problems in Geometry, 1999 edition, by Dawn Sova is worth looking at.
It does not propose to teach Geometry , ONLY to solve word problems in Geometry.

Good points :

Each chapter(11 of them) covers a Specific type of geometric problem such as Deductive Reasoning or Inequalities in Geometry.

A 50-question miscellaneous problem drill WITH ANSWERS, such as question 19 : A homeowner wants to replace a kitchen floor measuring 13 feet by 24 feet with floor tiles,....

Examples with completely worked solutions for every type of problem such as in Chapter 6 on Inequalities in Geometry, where Example 1 reads :Create a table in which you list (1) the statement (2) the contrapositive (3) the converse, and (4) the inverse of the following statement ....

Sequential procedures for all types of problems.

What makes this book special : " the knowledge of the specialized vocabulary and symbols of geometry, practice of word problems, how to read a diagram and how to draw a diagram from given information; the goal : master the basics.

Why 3 stars ? The book does not go beyond the basics,; the answers for the miscellaneous problem drill do not provide a detailed answer.

See all 4 customer reviews...

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