Elegant Numbers
A Look at Patterns, Relationships and Symmetries in Mathematics
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Anyone who studies or works with mathematics sees patterns everywhere. There are patterns within formulas, tables, graphs, and proofs. The book, Elegant Numbers, is a compilation of many interesting and unusual mathematical patterns. It looks at patterns and symmetries within fractions and formulas, number series and sequences, Pascal's Triangle, prime numbers, and various fractals. It also looks at other relationships. For example, within the book you can find five methods of creating a Sierpinski's Triangle, eight methods of finding Pythagorean Triples, 14 methods of finding square roots, an...
Anyone who studies or works with mathematics sees patterns everywhere. There are patterns within formulas, tables, graphs, and proofs. The book, Elegant Numbers, is a compilation of many interesting and unusual mathematical patterns. It looks at patterns and symmetries within fractions and formulas, number series and sequences, Pascal's Triangle, prime numbers, and various fractals. It also looks at other relationships. For example, within the book you can find five methods of creating a Sierpinski's Triangle, eight methods of finding Pythagorean Triples, 14 methods of finding square roots, and over 25 methods of multiplying two numbers together. The purpose of this book is to share with the reader some of the more amazing mathematical patterns and relationships. While there are some proofs, the book does not rely on them to bring out the elegance that can be found in many of these relationships. In fact, you don't need anything more than a love for numbers and a basic understanding of Algebra to enjoy this book. Elegant Numbers is meant to be a Math book you'll come back to again and again. This book was very exciting and interesting to write, and you'll find it just as amazing and interesting to read.
