Mathematical bafflers.

by Angela Dunn

• 303 Want to read
• 8 Currently reading

Published 1964 by McGraw-Hill in New York .
Written in English

Subjects:

• Mathematical recreations.

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Classifications
LC Classifications	QA95 .D85
The Physical Object
Pagination	217 p.
Number of Pages	217
ID Numbers
Open Library	OL5915042M
LC Control Number	64017566
OCLC/WorldCa	525657

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The second Scientific American book of mathematical puzzles and diversions. New York: Simon & Schuster. Gardner, M. (). Perplexing puzzles and tantalizing teasers. New York: Simon & Schuster. Gardner, M. (). Martin Gardner's sixth book of mathematical games from Scientific American. Chicago: University of Chicago Press. The book contains problems, puzzles, games and paradoxes from all areas of elementary mathematics. Some of the book's chapters: geometrical recreations, magic squares, calculating prodigies, map-coloring problems, cryptography and cryptanalysis. The book describes .

This book is definitely a Math Baffler. Despite the fact that this book is for grades , I found myself occasionally baffled. I have recommended this book to two math teachers I work with and they were very excited to use it. This is a great book to use for practicing critical reading skills and using logic/5(6). Second Book of Mathematical Bafflers Angela Fox Dunn Dover Publications, New York: Paperback. pages. ISBN LCCN Sliding Piece Puzzles L. E. Hordern Oxford University Press, New York: Hardcover. pages. ISBN LCCN Challenging Mathematical Problems with Elementary Solutions. Volume II: Problems from Various Branches of Mathematics. Dover Books for more recreational reading: W. W. Rouse Ball and H. M. S. Coxeter, Mathematical Recreations and Essays, University of Toronto Press Angela Dunn, Mathematical Bafflers, McGraw-Hill

This Intriguing Mathematical Problems (Dover Books on Mathematics) book is just not ordinary book, you have it then the world is in your hands. The benefit you have by reading this book will be information inside this reserve incredible fresh, you will get information which is getting deeper a person read a lot of information you will get. puzzles, e.g., a broken statue, would be an interesting challenge. While the mathematical machinery is in place, [20], their practical implementation remains daunting.) We will work in the Euclidean plane with the standard norm, denoted kzk= p x2 + y2 for z= (x;y) 2 R2. We let SE(2) denote the three-dimensional special Euclidean group. From the back cover – Let the puzzlist beware: Mathematical Bafflers will disappoint those seeking the simple, straightforward, drudge-rewarding problem; it will delight those who have despaired of a truly challenging collection of mind-teasers. Beginners are advised to look elsewhere—the conundrums offered here were designed by experts.