Mathletics
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- USD 15.99
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- USD 15.99
Descripción editorial
* How can sprinter Usain Bolt break his world record without running any faster?
* Why do high-jumpers use the Fosbury Flop?
* What's the best strategy for taking penalties in football?
* What statistical advantage do left-handed boxers have over their right-handed opponents?
* And did you know that gymnasts can experience stronger g-forces than roller-coaster designers are allowed to create?
John D. Barrow shows how maths can give us surprising and enlivening insights into the world of sports - essential reading for competitors, armchair enthusiasts and maths-lovers alike.
PUBLISHERS WEEKLY
Barrow delivers the math and science goods for every sports fan who's ever wondered how to "Bend It Like Beckham" or what the best positions are to reduce air resistance while sky-diving. The book contains 100 short essays explaining a variety of sports-related topics, such as various applications of statistics, the physics of wheelchair racing, how different scoring methods affect the outcome of multievent sports like the decathlon, and how a new rule led to "the most bizarre soccer match ever played." There's no formal organization, so the two-to-five-page-long essays are perfect for dipping into at the reader's whim. One moment Barrow is elucidating how organizations use math to determine tournament seeds, the next he's calculating whether runner and double amputee Oscar Pistorius's artificial limbs give him an advantage in sprinting events. Not everything is about math, however. Essays on Olympic trivia reveal that the marathon's distance wasn't standardized until 1921. Barrow's writing is accessible and entertaining, just the thing for mathematically minded sports fans. 40 illus.
