Advanced Vedic Mathematics

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Item Code: NAZ568
Publisher: Rupa Publication Pvt. Ltd.
Author: Rajesh Kumar Thakur
Language: English
Edition: 2020
ISBN: 9789353336066
Pages: 232
Cover: PAPERBACK
Other Details 7.80 X 5.00 inch
Weight 180 gm
Fully insured
Fully insured
Shipped to 153 countries
Shipped to 153 countries
More than 1M+ customers worldwide
More than 1M+ customers worldwide
100% Made in India
100% Made in India
23 years in business
23 years in business
Book Description
About the Book

The magic wand of Vedic Mathematics makes complex problems simple!

Vedic Mathematics is an ancient technique consisting of sixteen sutras and sixteen sub-sutras. These sutras are not only important in dealing with simple arithmetic and algebraic concepts but are equally good in solving complex problems of higher algebra, trigonometry, calculus and co-ordinate geometry. In this book, renowned mathematician Rajesh Kumar Thakur lays out the unique Vedic sutras and explains their applicability in an easy-to-understand manner.

Competitive examinations today test candidates on their aptitude in algebra, arithmetic, geometry and trigonometry-all of which this book helps to hone. It will make complex problems appear simple-be it partial fraction, integration by parts or differentiation, you will be able to tackle them all easily!

Read this book and learn how to solve difficult maths problems in less than 30 seconds!

Introduction

Vedic Mathematics is becoming popular day by day. In the cutthroat competition that we see in the field of mathematics today, the aspirant wants to do better and better in his/her examination, and speed and accuracy play a vital role in that. It is indeed true that the 16 sutras have not gained much popularity, and only 3 or 4 sutras have become popular. There is a great deal of competition in the market to prove each book better than the other. The numerous techniques and their attractive names can be seen everywhere, and in such a race, the essence of Vedic Mathematics is left behind. These days, most of the books available on Vedic Mathematics in the market deal with the fundamental operations of mathematics, and some algebraic concepts. Higher algebra and other branches of mathematics have been completely ignored, and most people think that Vedic Mathematics enables you to do fast multiplication and find the squares and square roots, cubes and cube roots. But the truth is that it does so much more. Vedic Mathematics is equally effective in dealing with higher algebra, some trigonometry, basic calculus, basic co-ordinate geometry etc.

I have tried to incorporate the stronger side of Vedic Mathematics, and have tried to focus on some other sutras that are not very popular. The basic use of Vedic Mathematics is fast calculation, and you can observe this fact throughout this book. Be it calculus or two-dimensional geometry or algebra, you will definitely be able to do calculations much faster than by way of traditional mathematics taught in the classroom.

The language of the book is simple and self-explanatory. You will not require a tutor or coach to teach you the higher concepts of Vedic Mathematics, as the examples are explained in a manner that will surely help you grasp the difficult concepts easily.

I have tried to explain some fundamental concepts of Vedic Mathematics while elaborating the tougher concepts in detail. For the sake of the reader, I have divided this book into two parts. In the first part, I have provided a brief note that will help you understand the importance of Vedic Mathematics and the reason why it is so popular. In the second part, you can enjoy the advanced concepts of mathematics explained in lucid language.

I hope the very effort of writing Advanced Vedic Mathematics will be highly acknowledged by my readers. The first book, The Essentials of Vedic Mathematics published by Rupa Publications, will introduce you to the world of Vedic Mathematics. In this book, you will develop your concepts of Vedic Mathematics further. So, enjoy reading about the ancient techniques and explore the new dimensions of mathematics.

**Contents and Sample Pages**








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