Portal Through Mathematics Journey To Advanced Thinking

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Portal through Mathematics: Journey to Advanced Thinking

Portal through Mathematics: Journey to Advanced Thinking
Author :
Publisher : American Mathematical Soc.
Total Pages : 320
Release :
ISBN-10 : 9781470448769
ISBN-13 : 1470448769
Rating : 4/5 (769 Downloads)

Book Synopsis Portal through Mathematics: Journey to Advanced Thinking by : O. A. Ivanov

Download or read book Portal through Mathematics: Journey to Advanced Thinking written by O. A. Ivanov and published by American Mathematical Soc.. This book was released on 2019-10-09 with total page 320 pages. Available in PDF, EPUB and Kindle. Book excerpt: Portal through Mathematics is a collection of puzzles and problems mostly on topics relating to secondary mathematics. The problems and topics are fresh and interesting and frequently surprising. One example: the puzzle that asks how much length must be added to a belt around the Earth's equator to raise it one foot has probably achieved old chestnut status. Ivanov, after explaining the surprising answer to this question, goes a step further and asks, if you grabbed that too long belt at some point and raised it as high as possible, how high would that be? The answer to that is more surprising than the classic puzzle's answer. The book is organized into 29 themes, each a topic from algebra, geometry or calculus and each launched from an opening puzzle or problem. There are excursions into number theory, solid geometry, physics and combinatorics. Always there is an emphasis on surprise and delight. And every theme begins at a level approachable with minimal background requirements. With well over 250 puzzles and problems, there is something here sure to appeal to everyone. Portal through Mathematics will be useful for prospective secondary teachers of mathematics and may be used (as a supplementary resource) in university courses in algebra, geometry, calculus, and discrete mathematics. It can also be used for professional development for teachers looking for inspiration. However, the intended audience is much broader. Every fan of mathematics will find enjoyment in it.


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