Free PDF E-Z Geometry, by Lawrence S. Leff
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E-Z Geometry, by Lawrence S. Leff
Free PDF E-Z Geometry, by Lawrence S. Leff
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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.
- Sales Rank: #34131 in Books
- Brand: Brand: Barron's Educational Series
- Published on: 2009-04-01
- Original language: English
- Number of items: 1
- Dimensions: 9.75" h x 7.50" w x 1.00" l, 2.10 pounds
- Binding: Paperback
- 504 pages
- Used Book in Good Condition
About the Author
Leff is Assistant Principal, Mathematics Supervision, Franklin D. Roosevelt High School, Brooklyn, New York.
Most helpful customer reviews
7 of 7 people found the following review helpful.
An Excellent Book to Brush Up On Geometry
By Ste R
I used this book to brush up on my Geometry, and boy, did it put me to work. What I liked about the book are the explanations of Geometric ideas, theorems, particularly the proofs. But this book will put you to work with all the problems that it has in it. Some sections are easier to finish than others, but once you get to the proofs, they'll take some time to complete.
Overall, this book almost works like a text-book given the volume of material and explanations and practice problems. I highly recommend this book.
8 of 9 people found the following review helpful.
Highly Recommended Geometry Book as Long as You Are Willing to Put In the Time.
By Mr. Math Expert
I owe my knowledge of geometry to Lawrence Leff's E-Z Geometry.
Although the book claims that you will improve your grade in 30 days, that will be true, but it's going to take a long time to get through it. If you want to get the most out of it, be prepared to dig in deep and do every proof there is in the book. Like Euclid says, it is the "royal road to Geometry."
I've said this many times, and I will continue to say this: you cannot learn Geometry without doing two-sided proofs, and you cannot advance further in Geometry without memorizing the words, definitions, theorems, and postulates. Once you do, the royal road is filled with enlightenment. Euclid's 13 Books of Elements is one of the greatest, if not the greatest ever, contributions to mankind. The knowledge set out forth by his works is what shaped the thinking of men and women for the past two millennia, and all of it in a modern form can be found in E-Z Geometry. When you are mastering the book, you are essentially mastering what Euclid had laid out.
Doing the two sided proofs is the real significance and an important building block in your mathematical education. Once this is accomplished with fluency, you are ready to do Calculus and advanced mathematics including proofs.
Again, E-Z Geometry is a tough book, and a lot of time should be spent on it. It will be worth it for a lifetime, and you can learn so much. I know I did. If you are debating whether you want to get E-Z Geometry or something else like REA, The Humongous Book of Geometry Problems, or Schaum's, look no further. E-Z Geometry is the one to get because I've tried all of them, and I really think E-Z Geometry is the most friendly Geometry book you can possibly work with. Anyway, I've caught some errors. Here is the errata:
Chapter 4: 5b is correct, but the degrees of the angles, which are 125 and 55 don't match the picture which would have made it impossible anyway.
Chapter 12: 13 is 116, not 106.
Chapter 14: 42 is 162, not 169.
Chapter 14: 52 is 600pi, not 1800pi.
Chapter 16: 15c is 2, not 1.
Chapter 17: 19 is (1), not (2).
Chapter 17: 27 is y = -2x + 7, not y = 2x + 7.
I can't speak for the solutions of the proof since I've done mine my own way.
Now, let me tell you about proofs, something that most students don't understand. There is never a one way of doing proofs. If you decide to structure your proofs based on your own chain of reasoning arriving at the same goal as the author's, it is still correct as long as the reasons are valid. It means you don't have to follow the exact same way as the solution was laid out in the book or somebody else's. If it is different, it, in no way, means you are wrong. It's just the style the author has, and you should develop your own style that makes it unique. There is nothing wrong with it. That's the goal of any mathematics student: To create proofs in your own unique way. It is a lot better to do that than just to make up rubbish and try to pass it off as mathematics.
All in all, E-Z Geometry is the one to get if you want to master as much of Euclid's Geometry regardless of the fact that not everything about geometry is in the book; you will have to seek out further information in other books.
5 of 5 people found the following review helpful.
excellant
By William L. Richards
I did a quick review...and I like what I see...a VERY good job of covering most aspects of Geometry. I am sure this will work great for the kids that I tutor. I had been looking for some time, for the best book on Geometry, that I could find.
Is this the best...probably not...but it's darn close!
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