Mathematics Made Simple

Mathematics Made Simple by Abraham Paul Sperling, published by W.H. Allen in 1967, is a revised edition that spans 273 pages. This book discusses the fundamentals of four common branches of mathematics: Arithmetic, Algebra, Geometry, and Trigonometry. It features a fully metricated text in accordance with the International System of Units (S.I.), making it accessible for modern readers. The straightforward approach to logarithms and trigonometry demystifies these topics, while the last two chapters introduce the Theory of Probability, highlighting its growing significance.
Readers will find a wealth of information, including tables for Decimal Equivalents, Measures, Money, Simple and Compound Interest, as well as Common Logarithms and trigonometric functions. The book is designed to serve as foundational groundwork for mathematical study, making it suitable as a companion reader for recognized courses such as GCSE or similar examinations. Additionally, it is enjoyable for those studying independently, whether they are looking to refresh their knowledge or learn Mathematics for the first time.
Official synopsis Publisher
Mathematics discusses the fundamentals of four common branches of Arithmetic, Algebra, Geometry, and Trigonometry. This book contains a number of special features, wherein the rest of the text is fully metricated in accordance with the recommended International System of Units (S.I.), which is the modern form of the metric system. The discussion of logarithms and trigonometry is very straightforward and involves none of the usual mystery associated with these topics. The last two chapters offer an entertaining initiation into the Theory of Probability, a subject of increasing importance and endless fascination. This text also includes tables, among which are the Decimal Equivalents of Sixty-Fourths; Measures, Money, Simple, and Compound Interest; Squares and Square Roots, Cubes and Cube Roots; and Common Logarithms, Sine, Tangent, Secant to 4-figures. The care in presentation and detail of discussion makes this book invaluable as basic groundwork for all mathematical study, possibly as a companion reader to one of the recognized courses such as GCSE or comparable examinations. This book is also readably enjoyable for anyone working independently, whether seeking to recapture forgotten knowledge or studying Mathematics for the first time.
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