Mathematical Curiosities: A Treasure Trove of Unexpected Entertainments
An innovative and appealing way for the layperson to develop math skills—while actually enjoying itMost people agree that math is important, but few would say it's fun. This book will show you that the subject you learned to hate in high school can be as entertaining as a witty remark, as engrossing as the mystery novel you can't put down—in short, fun! As veteran math educators Posamentier and Lehmann demonstrate, when you realize that doing math can be enjoyable, you open a door into a world of unexpected insights while learning an important skill.The authors illustrate the point with many easily understandable examples. One of these is what mathematicians call the "Ruth-Aaron pair" (714 and 715), named after the respective career home runs of Babe Ruth and Hank Aaron. These two consecutive integers contain a host of interesting features, one of which is that their prime factors when added together have the same sum. The authors also explore the unusual aspects of such numbers as 11 and 18, which have intriguing properties usually overlooked by standard math curriculums. And to make you a better all-around problem solver, a variety of problems is presented that appear simple but have surprisingly clever solutions.If math has frustrated you over the years, this delightful approach will teach you many things you thought were beyond your reach, while conveying the key message that math can and should be anything but boring.
1117388851
Mathematical Curiosities: A Treasure Trove of Unexpected Entertainments
An innovative and appealing way for the layperson to develop math skills—while actually enjoying itMost people agree that math is important, but few would say it's fun. This book will show you that the subject you learned to hate in high school can be as entertaining as a witty remark, as engrossing as the mystery novel you can't put down—in short, fun! As veteran math educators Posamentier and Lehmann demonstrate, when you realize that doing math can be enjoyable, you open a door into a world of unexpected insights while learning an important skill.The authors illustrate the point with many easily understandable examples. One of these is what mathematicians call the "Ruth-Aaron pair" (714 and 715), named after the respective career home runs of Babe Ruth and Hank Aaron. These two consecutive integers contain a host of interesting features, one of which is that their prime factors when added together have the same sum. The authors also explore the unusual aspects of such numbers as 11 and 18, which have intriguing properties usually overlooked by standard math curriculums. And to make you a better all-around problem solver, a variety of problems is presented that appear simple but have surprisingly clever solutions.If math has frustrated you over the years, this delightful approach will teach you many things you thought were beyond your reach, while conveying the key message that math can and should be anything but boring.
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Mathematical Curiosities: A Treasure Trove of Unexpected Entertainments

Mathematical Curiosities: A Treasure Trove of Unexpected Entertainments

by Alfred S. Posamentier, Ingmar Lehmann
Mathematical Curiosities: A Treasure Trove of Unexpected Entertainments

Mathematical Curiosities: A Treasure Trove of Unexpected Entertainments

by Alfred S. Posamentier, Ingmar Lehmann

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$19.95 
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Overview

An innovative and appealing way for the layperson to develop math skills—while actually enjoying itMost people agree that math is important, but few would say it's fun. This book will show you that the subject you learned to hate in high school can be as entertaining as a witty remark, as engrossing as the mystery novel you can't put down—in short, fun! As veteran math educators Posamentier and Lehmann demonstrate, when you realize that doing math can be enjoyable, you open a door into a world of unexpected insights while learning an important skill.The authors illustrate the point with many easily understandable examples. One of these is what mathematicians call the "Ruth-Aaron pair" (714 and 715), named after the respective career home runs of Babe Ruth and Hank Aaron. These two consecutive integers contain a host of interesting features, one of which is that their prime factors when added together have the same sum. The authors also explore the unusual aspects of such numbers as 11 and 18, which have intriguing properties usually overlooked by standard math curriculums. And to make you a better all-around problem solver, a variety of problems is presented that appear simple but have surprisingly clever solutions.If math has frustrated you over the years, this delightful approach will teach you many things you thought were beyond your reach, while conveying the key message that math can and should be anything but boring.

Product Details

ISBN-13: 9781616149314
Publisher: Rowman & Littlefield Publishers, Inc.
Publication date: 08/12/2014
Pages: 384
Sales rank: 901,036
Product dimensions: 6.00(w) x 9.00(h) x 1.10(d)

About the Author

ALFRED S. POSAMENTIER is dean of the School of Education and professor of mathematics education at Mercy College in Dobbs Ferry, New York. Previously, he had the same positions at the City College of the City University of New York for forty years.  He has published over fifty-five books in the area of mathematics and mathematics education, including Magnificent Mistakes in Mathematics and The Fabulous Fibonacci Numbers (with Ingmar Lehmann). 

INGMAR LEHMANN is retired from the mathematics faculty at Humboldt University in Berlin. For many years he led the Berlin Mathematics Student Society for gifted secondary-school students, with which he is still closely engaged today.  He is the coauthor with Alfred S. Posamentier of Magnificent Mistakes in Mathematics and The Glorious Golden Ratio, and four other books.

Table of Contents

Acknowledgments 9

Introduction 11

Chapter 1 Arithmetic Curiosities 15

Chapter 2 Geometric Curiosities 123

Chapter 3 Curious Problems with Curious Solutions 171

Chapter 4 Mean Curiosities 291

Chapter 5 An Unusual World of Fractions 315

Conclusion 343

Notes 345

Index 353

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