Book details
A Mathematical Pandora's Box
Description
A Mathematical Pandora's Box has been written in response to the success of Brian Bolt's earlier mathematical puzzle books. Through his own experience, the author has discovered a worldwide interest in these and similar puzzles. Not only do they stimulate creative thinking but they can also open up new areas of mathematics to the reader. This book contains 142 activities: in addition to puzzles, there are games, tricks, models and explanations of various phenomena. They range from number manipulation, through happy and amicable numbers, coin puzzles, picnicking bears and pentominoes, to building shapes with cubes. Some of the puzzles date from hundreds of years ago while many others are original, giving everyone something to think about. There is a detailed commentary at the end of the book, giving solutions and explanations, together with the occasional follow-up problem.
Age
12-99
Text complexity
proficient
Length
128 pages
Book in series
#1
Why to read
- Enhances Problem-Solving Skills: 'A Mathematical Pandora's Box' presents a variety of mathematical puzzles and problems that challenge the reader to think critically and develop effective problem-solving strategies, which can be beneficial in both academic and real-world scenarios.
- Fosters Mathematical Curiosity: The book is designed to pique the reader's interest in mathematics by exploring intriguing questions and scenarios. This can lead to a deeper appreciation for the subject and motivate further exploration of mathematical concepts.
- Accessible to a Wide Audience: Brian Bolt has a knack for making complex mathematical ideas understandable and engaging for readers with different levels of mathematical background. This makes the book a valuable resource for students, educators, and anyone with an interest in mathematics.
- Entertaining and Educational: The puzzles and problems in 'A Mathematical Pandora's Box' are not only intellectually stimulating but also entertaining. The book provides a fun way to learn and enjoy mathematics, making it a great tool for both self-study and classroom use.