Which Way Did the Bicycle Go?: And Other Intriguing Mathematical Mysteries

by Joseph D.E. Konhauser, Stan Wagon, Dan Velleman

This book contains the best problems selected from over 25 years of the Problem of the Week at Macalester College. This collection will give students, teachers, and university professors a chance to... This description may be from another edition of this product.

• Format: Paperback
• Language: English
• ISBN: 0883853256
• ISBN13: 9780883853252
• Release Date: February 1997
• Publisher: Mathematical Association of America (MAA)
• Length: 253 Pages
• Weight: 0.80 lbs.
• Dimensions: 9.3" x 0.5" x 6.2"

Customer Reviews

Excellent Book for anyone with time

The book has many intriguing problems that are sure to capture the minds of any mathematician. It also contains a very nice answer section. The only throwback is that most of the problems take significant thought and require some time to solve completely. However, the nice answer section takes care of the problem should you become obsessed with a problem you can't quickly solve, and the overall quality of the problems warrant a 5-star rating.

A collection of shiny pearls for your solving pleasure

Starting with tire tracks in the mud, this book engages the reader with many adventures in mathematical explorations. Selected from the Problem of the Week collection at Macalester College that spans over twenty-five years, these 191 pearls are truly special. With an undergraduate population as the target, all problems can be understood by the sophisticated mathematics student. Most are within the proof set of undergraduates, although everyone from student to professor will find them challenging. The subject matter is generally restricted to topics that are encountered in high school. For example, calculus is essentially unused. The main categories are: plane geometry, number theory, algebra, combinatorics, and graph theory, and three-dimensional geometry. A chapter of miscellaneous problems rounds out the collection. Solutions to all problems are included and the authors took great care to choose the proof that was most elegant or unusual. If you are looking for that special problem to challenge your students or have an urge to be intrigued, then you should find what you want in this book. Published in Journal of Recreational Mathematics, reprinted with permission.