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Enlarge cover image for The magic of math : solving for x and figuring out why / Arthur Benjamin. Book

The magic of math : solving for x and figuring out why / Arthur Benjamin.

Benjamin, Arthur, (author.).

Summary:

"The Magic of Math is the math book you wish you had in school. Using a delightful assortment of examples--from ice cream scoops and poker hands to measuring mountains and making magic squares--this book empowers you to see the beauty, simplicity, and truly magical properties behind those formulas and equations that once left your head spinning. You'll learn the key ideas of classic areas of mathematics like arithmetic, algebra, geometry, trigonometry, and calculus, but you'll also have fun fooling around with Fibonacci numbers, investigating infinity, and marveling over mathematical magic tricks that will make you look like a math genius!"--Amazon.com.

Record details

  • ISBN: 9780465054725
  • Physical Description: 321 pages : illustrations ; 25 cm
  • Publisher: New York : Basic Books, a member of the Perseus Books Group, 2015.

Content descriptions

General Note:
Includes index.
Formatted Contents Note:
The magic of numbers -- The magic of algebra -- The magic of 9 -- The magic of counting -- The magic of Fibonacci numbers -- The magic of proofs -- The magic of geometry -- The magic of [symbol for pi] -- The magic of trigonometry -- The magic of i and e -- The magic of calculus -- The magic of infinity -- Aftermath.
Subject:
Mathematics > Study and teaching.

Available copies

  • 13 of 15 copies available at BC Interlibrary Connect. (Show)
  • 1 of 1 copy available at Smithers Public Library.

Holds

  • 0 current holds with 15 total copies.
Show Only Available Copies
Location Call Number / Copy Notes Barcode Shelving Location Holdable? Status Due Date
Smithers Public Library 510 BEN (Text) 35101000473020 Adult Non-Fiction Volume hold Available -

  • Choice Reviews : Choice Reviews 2016 February

    The Magic of Math is yet another addition to the popular mathematics literature.  There is no magic, really, but lots of fascinating, well-founded results.  General topics include number patterns and operations, algebra, the number 9, counting, Fibonacci numbers, proofs, geometry, pi, trigonometry, the irrationals i and e, calculus, and infinity.  Unlike many books of this type that become esoteric, this one is aimed at an advanced high school/beginning college-level audience.  For example, Benjamin (Harvey Mudd College; The Secrets of Mental Math, coauthored with Michael Shermer, 2006) suggests a very few practical mental math calculation techniques and avoids presenting those that are more difficult than they are worth.  The topics seem to be those often hinted at in courses for these students, but often not explored for lack of time.  The title would be perfect reading for the gifted and talented as a supplement to other course work.  Of course, self-motivated individuals interested in mathematics will enjoy the book too.  It would be a good resource for mathematics teachers seeking some additional spice for their presentations.  The book is well written; graphics are particularly clear; physical format is excellent. Summing Up: Highly recommended. All general readers, high school students, undergraduate students, and mathematics educators.

    Copyright 2016 American Library Association.
  • Kirkus Reviews : Kirkus Reviews 2015 July #2
    An enthusiastic celebration of the beauty of mathematics. Benjamin (Mathematics/Harvey Mudd Coll.; co-author: The Fascinating World of Graph Theory, 2015, etc.) brings to this book the stage presence of a video lecturer who has contributed math programs to the Great Courses series. Indeed, the book is a distillation of one of those courses and is filled with the patter, puns, and occasional poetry of the stage performer. Presumably because he also loves magic and has learned tricks of the trade, the author compares the workings of math to magic. This is misleading because, as he well acknowledges, math is based on logic and proofs—not magic at all. Benjamin does a fine job of explaining the variety of proofs that math uses (by contradiction, induction, etc.). He begins with a chapter on numbers, number patterns, and tricks on doing mental arithmetic. He then moves on with what is essentially a high school syllabus on algebra, Euclidean geometry, and trigonometry, with a few chapters on Fibonacci series, pi, and probabilities. The author provides several different proofs of well-known results like the Pythagorean theorem. The going gets tougher as Benjamin moves on to more advanced math in the form of complex numbers, e, and calculus. Here, the author is more skilled at telling rather than showing as he introduces how e, for example, appears in odd places and amazing equations. He does a better job at explaining differential (but not integral) calculus, but he devotes much of that chapter to how to differentiate certain functions—a nice tutorial for a test crammer, perhaps, but not of interest to general readers. A final chapter on infinities is better articulated and interestingly shows how performing a few illegal tricks with infinite series can yield astonishing answers. Forget magic. Benjamin delivers a primer generously filled with insights and intuitions that make math approachable, interesting, and, yes, beautiful. Copyright Kirkus 2015 Kirkus/BPI Communications.All rights reserved.
  • Library Journal Reviews : LJ Reviews 2015 September #1

    Some mathematical theorems and proofs are so clever as to seem almost magical, and some properties of numbers can be the basis of magic tricks. Many teachers of the subject think about compiling their favorite examples in a book. Benjamin (Smallwood Family Professor of Mathematics, Harvey Mudd Coll.; The Art of Mental Calculation) has done exactly that in this well-written, entertaining volume. He starts, as most writers do, with results from arithmetic and number theory, including a very nice chapter on Fibonacci numbers. He then moves on to algebra, geometry, and trigonometry. Unlike many authors writing for the interested layperson, he is not afraid to show the necessary calculations and formulations, nor to go into more advanced topics including the calculus and transfinite arithmetic. VERDICT This solid reference for teachers seeking interesting classroom examples (and jokes) could easily lure a student into further studies in mathematics.—Harold D. Shane, Mathematics Emeritus, Baruch Coll. Lib., CUNY

    [Page 133]. (c) Copyright 2015 Library Journals LLC, a wholly owned subsidiary of Media Source, Inc. No redistribution permitted.
  • Publishers Weekly Reviews : PW Reviews 2015 June #4

    Pizza and poker hands, ice cream and "immortal" rabbits—these items aren't typically to be found in math books, but Benjamin (The Secrets of Mental Math), professor of mathematics at Harvey Mudd College, welcomes them all with open arms in this positively joyful exploration of mathematics. His approach is simple and refreshingly practical. A look at number patterns introduces tricks for carrying out "fast mental calculations"; a chapter on the properties of the number nine reveals methods for easily calculating calendar dates. Without ever using the word "statistics," Benjamin deftly covers the basics of calculating the odds of having a winning lottery ticket or poker hand. Whether figuring out compound interest, using trigonometry to determine the height of a tree, or employing calculus to work out a shortest possible walking route, each topic is presented in the clearest, simplest way possible. There's even room for explorations of more abstract concepts such as pi, imaginary numbers, and infinity. Benjamin's accessible book expands on video lectures on "The Joy of Mathematics" that were created for the Great Courses series, and its energy and enthusiasm should charm even the most math-phobic readers. Agent: Karen Gantz, Karen Gantz Literary Management. (Sept.)

    [Page ]. Copyright 2015 PWxyz LLC