PDF Ebook Math Magic: Human Calculator Shows How to Master Eve, by Scott Flansburg, Victoria Hay
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Math Magic: Human Calculator Shows How to Master Eve, by Scott Flansburg, Victoria Hay
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Don't live in fear of math any longer.
Math Magic makes math what you may never have imagined it to be: easy and fun!
Scott Flansburg -- "the Human Calculator" who believes that there are no "mathematical illiterates," just people who have not learned how to make math work for them -- demonstrates how everyone can put their phobia to rest and deal with essential every-day mathematical calculations with confidence. This is the book for millions of otherwise successful adults who are afraid to balance their checkbooks and don't know how to figure interest on savings or credit, and for the millions of students who dread their math classes and live in fear of the SAT math section.
In Math Magic, Scott Flansburg shows the reader how to:
- Master the basics, including the real way addition, subtraction, multiplication, and division work
- Simplify calculations through estimation
- Quick-check answers
- Convert metric measures to more familiar ones
- Figure tips, taxes, and percentages -- never get short-changed again!
- Master algebra using the nine easy steps to algebra
Math Magic is for all of us who need and want to improve our understanding of math. With the help of Flansburg, the Guinness World Record holder as the Fastest Human Calculator, you can do math just like magic.
- Sales Rank: #346134 in eBooks
- Published on: 2015-06-16
- Released on: 2015-06-16
- Format: Kindle eBook
Most helpful customer reviews
31 of 34 people found the following review helpful.
Good book even though it comes up short in some areas...
By darkguardian2
I wanted to read this book ever since seeing the infomercial of Scott doing his thing on tv. I couldn't afford or justify the expense to buy the big commerical package so this book had to do. The methods are easy to follow and Mr. Flansburg does a good job expressing his mind set in how he mentally did the problems. The basic addition and multiplications methods are good but the examples were insufficient when dealing with mixed numbers of different lengths. There were also exceptions to many of the rules that weren't expressed. Finally, the last part of the book with special rules were so numerious it would take a year to effectively learn and apply them all from memory. This leads me to believe that Mr. Flansburg didn't tell everything he knows, like the quick way to determine change -- by changing say ten bucks to 9.99 and subtracting that from the amount owed; then add one cent to get the correct change. It's easier to subtract 9 since its the highest value you can have in each column. This was presented by him on a night time radio show he was a guest on. I do give him prasie for getting people young and old to stop depending on calculators and learn mental speed math.
27 of 30 people found the following review helpful.
a good place to start learing mental math
By DONOVAN wayward dix
This book does not give a system of how to use the the various short cuts.It does not say when and where each short cut is most useful.Thereby,trying to remember all or any of them leads to confusion.However,i found the chapters on "using zeroes to hold places", addition,subtraction,and "cross multiplication" to be superb!If you are a concerned parent,student ,or adult ; i recommend SPEED MATHEMATICS SIMPLIFIED by edward stoddard as the most comprehensive manual of shortcut math available anywhere! Learn the simple truths about the japanese and german approach to basic arithmetic . Then on the opposite side of the coin(READING) i recommend :HOW TO READ A BOOK ,by mortimer adler /charles van doren.
52 of 62 people found the following review helpful.
This book is terrible
By John Springer
Anyone who has seriously attempted to use Scott Flansburg math strategies will find out that his methods simply do not work outside of the examples in his book. The problem solving techniques are engineered to work only with the examples that he supplied. For instance, in his chapter on solving cubed roots, his method will work for the exercises in the book, however when I applied these to real world numbers, his methods flat out failed. Hey Scott, try solving the cubed root of these numbers 11111111 or even 123456 using the method described on page 153 - your methods are flawed.
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