About “100 great problems of elementary mathematics”
This book presents a collection of problems faced by famous mathematicians such as Archimedes, Newton, Euler, Cauchy, Gauss, and Monge. It offers challenges for modern problem solvers and includes questions like how to construct a sundial and how to calculate a logarithm without using a logarithm table. The book does not require advanced mathematical knowledge. It contains 100 problems, each accompanied by a proof. The content is designed to test and engage readers with historical mathematical challenges.
Book details
- Latest edition
- 1965 · ISBN 9780486613482
- ISBN
- 9780486613482
Frequently asked questions
How many pages is 100 great problems of elementary mathematics?
100 great problems of elementary mathematics by Heinrich Dörrie has 416 pages.