Mark Levi

Why Cats Land on Their Feet (eBook, ePUB)

And 76 Other Physical Paradoxes and Puzzles

• Format: ePub

Produktbeschreibung

How to use physical reasoning to solve surprising paradoxes

Ever wonder why cats land on their feet? Or what holds a spinning top upright? Or whether it is possible to feel the Earth's rotation in an airplane? Why Cats Land on Their Feet is a compendium of paradoxes and puzzles that readers can solve using their own physical intuition. And the surprising answers to virtually all of these astonishing paradoxes can be arrived at with no formal knowledge of physics.

Mark Levi introduces each physical problem, sometimes gives a hint or two, and then fully explains the solution. Here readers can test their critical-thinking skills against a whole assortment of puzzles and paradoxes involving floating and diving, sailing and gliding, gymnastics, bike riding, outer space, throwing a ball from a moving car, centrifugal force, gyroscopic motion, and, of course, falling cats.

Want to figure out how to open a wine bottle with a book? Or how to compute the square root of a number using a tennis shoe and a watch? Why Cats Land on Their Feet shows you how, and all that's required is a familiarity with basic high-school mathematics. This lively collection also features an appendix that explains all physical concepts used in the book, from Newton's laws to the fundamental theorem of calculus.

Produktdetails

• Verlag: Princeton University Press
• Seitenzahl: 208
• Erscheinungstermin: 27. Mai 2012
• Englisch
• ISBN-13: 9781400841721
• Artikelnr.: 38283802

Autorenporträt

Mark Levi

Rezensionen

"Why Cats Land on Their Feet is a collection of fun physical puzzles that will be attractive to a wide spectrum of readers, from teachers to those looking simply for good reading and educational entertainment. Levi's sense of humor and friendly, informal style add to the pleasure of the book. Each of these puzzles, without exception, kept my attention."--Paul J. Nahin, author of Number-Crunching: Taming Unruly Computational Problems from Mathematical Physics to Science Fiction