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Algebra for Tutoring: Book 1: Basics of Algebra
ISBN 1425982166 / 9781425982164 / 1-4259-8216-6
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The "Algebra For Tutoring, Book #1, Basics of Algebra" book was written following the concept of few words and many formulas and exercises. We hope this book will be useful for tutors, those being tutored, specialists, college, and school students and teachers, as well as others who wish to improve or enforce their, or their students', knowledge in general mathematics and in the Basics of Algebra particularly. The book may also be useful to those who wish to study mathematics on their own. There are no other books like it in the market. The books that come closest to being competitors are current textbooks, which are, however, not directed toward tutors and their students, and are hardly good for self-study. The book, though written in a simple manner, allows for a broad, deep, and complete understanding of the material. The book is about natural numbers, whole numbers, integers, and the operations between them - a knowledge that is used in every single field and studied as a requirement in schools all over the world. This book can serve as a reference and teaching manual for tutoring centers, school teachers and students, SAT/PSAT practices, college level professors and students, math enthusiasts, as well as the general public who wishes to understand the very basics of algebra. The book has a professional and well-thought-of structure. It quickly and efficiently presents and reinforces the essential concepts and skills of basic algebra. Each section of the book contains the necessary definitions, and properties, as well as corresponding examples with step by step explanations of how to approach and solve problems, which greatly help to absorb the material. At the end of each section, there are numerous exercises for the students to try and do, so as to further enforce their knowledge in the topic. In the section 7, Extra examples and Exercises, there are many interesting and nonstandard exercises. This section helps to complet [via]