In July-August 2013 we performed a web search for books on Vedic Mathematics. The results of this can be found below and in the links in the menu on the left.
N.B. please note that we have not physically seen a large number of the books found in this web search, so we cannot comment on the quality of the books listed here.
It should be noted that a large amount of the material is a re-working of the material found in Tithaji's original book. So when deciding on whether to purchase a particular book, you need to consider whether the author has reworded the material in a way that helps with its comprehension or has added a large number exercises to help with practicing the material presented. It should be noted that the recommended page contains books that we believe have added something to the presentation or content of the original material.
A HANDBOOK ON VEDIC MATHEMATICS
Contents
PREFACE
INTRODUCTION
FOREWORD
CHAPTER 1
History of Numbers
CHAPTER 2
Addition
CHAPTER 3
Subtraction
CHAPTER 4
Multiplication
CHAPTER 5
Division
CHAPTER 6
Squaring and Cubing
CHAPTER 7
Square Root
CHAPTER 8
Cube Root of Exact Cubes
CHAPTER 9
Special Properties of the No 9
CHAPTER 10
Use of Digital Roots For Verification of Answers
CHAPTER 11
Multiplication on Your Finger-Tips
A MODERN INTRODUCTION TO ANCIENT INDIAN MATHEMATICS
Details
Author T. S. Bhanu Murthy, 1992.
Paperback: 272 pages
Publisher: New Age International Pvt Ltd Publishers (30 July 2009)
Language: English
ISBN-10: 812242600X
ISBN-13: 978-8122426007
Amazon UK Link
Amazon US Link
Amazon India Link
Google Books Link
Google Books (Partial Copy) Link
Contents
Preface iii
I. Integers 1
1. The Decimal Place value System 1
2. Divisibilty 5
3. Greatest Common Divisor and Least Common Multuiple 15
4. Simple Continued Fractions 20
5. The Euler Function 26
6. The Mobius u-function 30
7. Congruences
II. Topics in Sri Bharathi Krishna Thirtha's Vedic mathematics 59
1. Some questions of divisibilty 59
2. Recurring Decimals 65
N.B. this contents is not complete
Description
The purpose of this book is to draw the attention of students and teachers of mathematics to the historical continuity of Indian Mathematics. Starting from the Sulba Sutras of the Vedas up to the 17th century. The book includes proofs, not presented so far, of the propositions started in the well known treatise Vedic Mathematics by Sri Bharati Krishna Teertha. It also introduces to the modern reader the work of Aryabhata, Brahmagupta Bhaskara and Madhava.
A PEEP INTO VEDIC MATHEMATICS.
ALL YOU WANTED TO KNOW ABOUT VEDIC MATHEMATICS
Details
Author: Pradeep Kumar, 2002.
Hardcover: 144 pages
Publisher: Motilal Banarsidass, (30 Sep 2002)
Language: English
ISBN-10: 8120723783
ISBN-13: 978-8120723788
Contents
Preface
Multiplication
CHAPTER 1
FIRST FORMULA
Multiplying two-digit numbers by two-digit numbers
Multiplying three-digit numbers by three-digit numbers
Applications
CHAPTER 2
QUICK FORMULA
Multiplication of digits near 100
Multiplication of digits near 50
Multiplication of digits near 200
Multiplication of digits near 150
The Importance of bases in Quick Formula
CHAPTER 3
CRISS-CROSS TECHNIQUE
Multiplying two-digit numbers by two-digit numbers
Multiplying three-digit numbers by two-digit numbers
Multiplying four-digit numbers by two-digit numbers
Multiplying five-digit numbers by two-digit numbers
Multiplying three-digit numbers by three-digit numbers
Multiplying four-digit numbers by three-digit numbers
CHAPTER 4
MENTAL MULTIPLICATION TECHNIQUES
Multiplying two-digit numbers by two-digit numbers
Multiplying three-digit numbers by two-digit numbers
Multiplying four-digit numbers by two-digit numbers
Multiplying five-digit numbers by two-digit numbers
Multiplying three-digit numbers by three-digit numbers
DIVISION
CHAPTER 1
Real Magic
Denominator ending with 9
Denominator ending with 8
Denominator ending with other digits
Numerator having more than one digit after the decimal
CHAPTER 2
CRISS-CROSS TECHNIQUE
Division format
Division of a number by a smaller three-digit number (Flag digit = 1)
Division of a number by a larger three-digit number (Flag digit = 2)
Division of a number by a four-digit number
Decimal division
SQUARES
Squares of a number ending with 5
Finding squares of an adjacent number
Forward method
Reverse method
Mental formula for finding squares
CUBES
Square Roots
Square root of a perfect square
Finding the square root in decimals
CUBES ROOTS
Simultaneous Equations
Peculiar Types --- Type I, Type II
A Word to all Maths Enthusiasts
The ‘Achiever’ Institute
Description
This book presents the method of fast calculations. This magical tool is based on ancient Indian principles and is unique in its field and help enhance your calculating speed without having to resort to the abacus or electronic computing machines..
‘Vedic Mathematics’ is a magical, method of fast calculations. This magic tool is based on ancient Indian principles. It is unique in it’s field, and helps enhance the calculating speed of students, without having to resort to the abacus or electronic computing machines.
This book will give you the cutting edge in crucial examinations that can help you steer your career towards the pinnacle of success.
Encyclopaedia of Vedic Mathematics
Details
Author: G. P. Phatak
Publisher: Discovery Publishing Pvt.Ltd
Language: English
ISBN-10: 8183563503
ISBN-13: 978-8183563505
3 Volume Set
Contents
Volume. I:
An Overview of the Indian Mathematics,
Applications of Vedic Mathematics,
The History of Vedic Mathematics,
Partial Fractions in Integration,
The Vedic Mathematics Sutras,
Sulbasutras of the Vedic Mathematics,
The Principles of Vedic Mathematics.
Volume. II:
Briefing of the Vedic Mathematics,
Vedic Mathematicians in Ancient India and the Celestial Timekeepers,
Vedic Mathematical Formulae,
Factorization of Quadratics,
Vedic Mathematics: The Ancient Indian Knowledge.
Volume. III:
Vedic Mathematics, A Forgotten Science,
Why the Vedic Mathematics Important?,
Glimpse of Vedic Mathematics,
Multi Dimensions of Time and Space,
Mathematics and the Spiritual Dimension,
Vedic Mathematics Teaching Methodology,
Indian Mathematics: Redressing the Balance
Encyclopaedia of Vedic Mathematics
Encyclopaedia of Vedic Mathematics
Enjoy Vedic Mathematics
Essence Of Vedic Mathematics
For Competitive Exams Vedic Mathematics MADE EASY
Details
Author: Pt. Ramnandan Shastri
Paperback: 120 pages
Publisher: Arihant; 2012 edition (1 September 2010)
Language: English
ISBN-10: 818348624X
ISBN-13: 978-8183486248
Contents
• Sixteen Sutras of Vedic Mathematics
• Addition
• Subtraction
• Multiplication
• Division
• Divisibility
• Square and Square Root
• Cube and Cube Root
• Decimals
• Factorization
• Highest Common Factor (HCF)
• Simple Equations
• Quadratic Equations
• Cubic Equations
• Biquadratic Equations
• Simultaneous Equations
• Factorizations and Differential Calculus
• Partial Fractions
• Integration by Partial Fractions
• Pythagoras Theorem
• Appolonius Theorem
• Analytical Geometry
• Hints and Solutions
Description
Originating from an unparalleled confluence of religion and science, Vedic mathematics is a unique approach to understanding and solving mathematical problems. It has for long been used in solving both basic, as well as, advanced level arithmetic. This book introduces the readers to the complete precepts of Vedic mathematics in a simplified and easy-to-learn manner.
Beginning with an introduction to its origin and brief history, the book goes on to present the sixteen founding principles of Vedic mathematics. First, It covers basic mathematical processes including addition, subtraction, multiplication, and division. It also takes up frequently used concepts of Highest Common Factor (HCF), divisibility, factorization, decimals, squares, cubes, and roots.
The book goes on to explore various types of equations that form part of most mathematical calculations. It covers simple equations, quadratic equations, biquadratic equations, and simultaneous equations among others. More advanced topics like differential calculus, partial fractions, and integration by partial fractions have also been explained using the principles of Vedic Mathematics.
Ganitacintamani (The Fabulous Gem of Mathematics)
Details
Author Srimajjagadguru Sankaracarya Svami Niscalananda Sarasvati
Publisher: Swasti Prakashan Samsthan, 2007
Language: English
Paperback: 116 pages
Description
The present work Ganitacintamani gives a logical insight to the understanding of 0 and 1 in philosophical, co-mathematical and perspective language, hence, considered as an epoch-making work in the field of Mathematics which will re-visit, rectify and revolutionize Mathematics and thereby all branches of sciences. One would benefit in understanding the intricate concepts by personally visiting Sri Govardhan Peetham.
How To Become A Human Calculator?: With The Magic Of Vedic Maths
Details
Author: Aditi Singhal
Paperback: 224 pages
Publisher: S. Chand Publishing (1 Jun 2011)
Language: English
ISBN-10: 8121939216
ISBN-13: 978-8121939218
Contents
Vedic Math E-MAgic
Two basic concepts of Vedic Mathematics
Subtraction at one look
Multipication with 9999.... in less than 5 seconds
Magic with 11| Multiplying of numbers near the bases
Multiplication by 5, 25, 50, 250, 500...
Vertical & Crosswise Multiplication
Interesting squares
Finding Squares in one line
Fractions
Division
Long division in one line
Square roots in one line
Cube roots at a glance
Cubes | Magic Division
Checking Divisibility by prime umber
500 years calendar
Application of vedic Maths in Competition Exams
Test Papers
Answer
Testimonials
Description
How To Become A Human Calculator?: With The Magic Of Vedic Maths is a book that helps its readers effectively master mathematical calculations. How To Become A Human Calculator? With The Magic Of Vedic Maths provides a step-by-step approach to master concepts of mathematical calculation and problem solving. The book is aimed at everyone, including students, teachers, professionals, and aspirants of competitive exams like GRE, GMAT, MBA, and UPSC. In How To Become A Human Calculator? With The Magic Of Vedic Maths, Aditi Singhal, considered a mathematical genius herself, explains several concepts in simple, easy-to-understand terms. The book contains over 500 solved examples to demonstrate these concepts. The book first introduces two basic concepts of Vedic mathematics. This is followed by other topics like magic with the number eleven, interesting squares, cube roots at a glance, magic division, and a calendar for 500 years. The book also discusses the ways in which Vedic mathematics can be applied successfully in competitive exams. Tabular presentation and color codes are used to highlight important points in the book. Every technique is followed by general guidelines to implement the same. Plenty of exercises accompany every topic, letting the reader practise problem solving and thereby master the concept. Several test papers and corresponding answers have been provided at the end of the book.
INTRODUCTION TO VEDIC MATHEMATICS parts 1 & 2
ISSUES IN VEDIC MATHEMATICS
Details
Title: Issues in Vedic mathematics: proceedings of the National Workshop on Vedic Mathematics, 25-28 March, 1988, at the University of Rajasthan, Jaipur
Authors: Harish Chandra Khare, Maharshi Sandipani Rashtriya Ved Vidya Pratishthan
Editor: Harish Chandra Khare
Contributor: Harish Chandra Khare
Publisher: Rashtriya Veda Vidya Pratishthan in association with Motilal Banarsidass Publishers, 1991
Original: from the University of California
ISBN: 8120809440, 9788120809444
Length 139 pages
Contents
Report on the Workshop
Welcome Address
Vedic Mathematics
Inaugural Address
Address by the Chief Guest
Address
Vedic Mathematics - The Deceptive Title of Swamiji's Book
An Overview of Vedic Mathematics
On Factorisation and Partial Fractions
Operational Techniques
Mathematics for Joy
Synthesis of Scientific Understanding of Human Personality
Leading Mathematicians of Ancient India
Structural Frames and Systems of Ganita Sutras
Propagation of Vedic Mathematics
Vedas as Science
Vedic Mathematics - Some Ramifications
Vedic Mathematics - An Appraisal for the Perspective of Modern Mathematics
Glimpses of Mathematical Tradition of Ancient India and Its Transmission to Other Countires
Vedika Ganita Upadayata
Planetary Theory in Panchasiddhantika
Recommendations
Appendices
Magical World of Mathematics (Vedic Mathematics)
Details
Author: V. G. Unkalkar
Paperback: 250 pages
Publisher: Vedic Maths Forum India; 2008 edition (November 1, 2005)
Language: English
ISBN-10: 8190266608
ISBN-13: 978-8190266604
N.B. it may actually be best to perform an internet search to find a seller of this book, rather than use Amazon, as they do not seem to have new copies available.
Contents
INDEX
1. Sixteen Vedic Sutras
2. Basic terems and laws
3. Algebra
4. Beejank & Vedic Check
5. Vinculum Number
6. Addition & Subtraction
7. Multiplication tables
MULTIPLICATION
8. Nikhilam Method I
9. Nikhilam Method II
10. Some useful Formulae
11. Vertically & Crosswise method
12. Multiplication at a glance
13. Compound Multiplication - I
14. Compound Multiplication - II
DIVISION
15. Dhwajank and Nikhilam Method
16. Paravartya Method
17. Straight Division
SQUARE & SQUARE ROOT
18. Squaring of Numbers
19. Square root of Numbers
20. Square & Square root of algebraic terms
CUBE AND CUBE ROOT
21. Cubing of Numbers
22. Cube Root of Perfect Cubes
23. Recurring decimals
24. Decimals of reciprocals & Fractions
25. Divisibility
26. Raising a number to higher powers
27. Factorisation
28. Equations
29. Changing the roots of an equation
30. Pythagoras Theorem
31. Magic Squares
32. Easy Multiplication with some Numbers
33. Fun with Figures
Description
MAGIC SQUARES THE VEDIC METHOD
Mathematics Tricks Using the Vedic System
Details
Author: Vali Nasser
Paperback: 96 pages
Publisher: Lulu.com (13 April 2008)
Language: English
ISBN-10: 1435716043
ISBN-13: 978-1435716049
Amazon UK Link
Amazon US Link
Amazon India Link
Publisher Link
Google Books Link
Google Books (Partial Copy) Link
Contents
Chapter 1
Multiplying by 11 and 11 quickly
Chapter 2
A quick method to multiply by 9's
Chapter 3
This trick shows how you can square numbers between 1 & 19 with ease
Chapter 4
Subtract double-digit numbers with speed
Chapter 5
Subtract from numbers such as 1000,2000,3000 and more quickly
Chapter 6
the difference of two squares
Chapter 7
An Elegant method of sqauring numbers ending in 5
Chapter 8
Multiplication when all the digitis before the last digit are the same
the last digitis add up to 10 - This is an extension of the previous method
Chapter 9
Use Duplexes to find squares of any two-digit numbers
Chapter 10
Use Duplexes to the square of any 3-digit number
Chapter 11
Remember Pi to 6 and 18 decimal places
Chapter 12
Kilometes and Miles
Chapter 13
Divisibility by 9 & 11
Chapter 14
Fast method of Multiplying and Dividing by 10, 100 and 1000
Chapter 15
A smart rule for Multiplying 2 x 2 digits
Working with Base 100 and Base 50 multiplication
Chapter 16
Multiplying any number by 12 - a shortcut method
Chapter 17
Multiplying any number by 12 - a shortcut method
Chapter 18
Quick way of dividing by 2, 4 and 8
Chapter 19
A smart way to divide by 9
Chapter 20
Dividing by 11
Chapter 21
Converting recurring decimals into fractions
Chapter 22
Estimating
Chapter 23
Working out significant Figures (s.f.)
Chapter 24
Standard Index Form
Chapter 25
Multiplication revisited
Chapter 26
general approach to 3 x 3 multiplication
Chapter 27
Add subtract fractions quickly
Chapter 28
Adding and subtracting mixed numbers
Chapter 29
Multiplying fractions
Chapter 30
Division of fractions
Chapter 31
Converting a mixed number to a fraction
Chapter 32
Multiplying mixed numbers together
Chapter 33
Dividing mixed numbers together
Chapter 34
Finding the nth term of common sequences
Chapter 35
Sqaure roots
Chapter 36
Cube and cube roots
Chapter 37
proportions and Rations
Chapter 38
Positive and negative numbers
Adding and subtracting
Chapter 39
Multiplying positive and negative numbers
Chapter 40
Rules concerning operation of numbers
Chapter 41
Solve simultaneous equations with ease
Chapter 42
Trigonometry
Chapter 43
Basic Statistics
Chapter 44
Quickly work out percentages
Chapter 45
Multiplying out brackets
Chapter 46
using Duplexes to work out the aquare of a two term algebraic expression
Chapter 47
Factorising quadratic expressions
Chapter 48
The formula method of solving quadratic equations
Chapter 49
Manipulating Indices/Exponents with ease
Chapter 50
Recurring percantage change
Description
The author’s first book ‘Speed Mathematics Using the Vedic System’ has gained a significant following.
This sequel ’Mathematics Tricks using the Vedic System’ has more tricks that will prove useful for middle, high School(grades 10 & 11) and college students.
For high school students the following topics in Speed Mathematics will prove useful:
Factorising/factoring, indices/exponents, simultaneous equations,quadratic equations and trigonometry. The same set of students will find duplex methods of squaring 2 & 3-digit numbers, expanding algebraic expressions,finding square roots,cube roots and solving problems involving repetitive percentage change also useful. In addition some topics in statistics are included.
Several mnemonics are also included to help the younger student remember pi, basic trig as well as understand the differences between mean, median, mode and range.
Hopefully, teachers will see the value of these techniques in order to motivate their students.
MATHS OR MAGIC?: SIMPLE VEDIC ARITHMETIC METHODS
Speed Arithmetic (Based on Vedic Word-Formulas) Third Edition
Details
Author: T.A. Ramasubban
Paperback: 236 pages
Publisher: Vijaya Ramasubban; Third edition edition (December 31, 2010)
Language: English
ISBN-10: 8175253444
ISBN-13: 978-8175253445
Contents
Chapter 1 The Number system 1-18
Chapter 2 Prime Numbers 19-27
Chapter 3 Complement and Vinculum 28-35
Chapter 4 Addition and Subtraction 36-41
Chapter 5 Multiplication 42-74
Chapter 6 Squares Cubes and higher Power 75-86
Chapter 7 Division 87-113
Chapter 8 Divisibility 114-125
Chapter 10 HCF and LCM 126-133
Chapter 10 Fraction Percentages and Procuring Decimals 134-163
Chapter 11 Auxilary Fractions 164-171
Chapter 12 Extraction of Square Roots 172-187
Chapter 13 Extraction of Cube roots 188-200
Chapter 14 Extraction of Roots of Numbers 201-211
Speed Incentive Via Vedic Maths
Speed Mathematics - An Introduction
SPEED MATHEMATICS USING THE VEDIC SYSTEM
Details
Author Vali Nasser, 2004.
Paperback: 116 pages
Product Dimensions: 9.0 x 6.0 x 0.3 inches
Publisher: Lulu Press, Inc.
ISBN: 141161061X
Amazon Link US
Amazon Link UK
Amazon India Link
Publisher Link
Google Books Link
Google Books (Partial Copy) Link
Contents
Introduction - 5
Chapter 1 - 7
Working with base 10 - 7
Summary of key Points - 9
Multiplying by 11 - 10
Multiplication of Numbers between 10 and 20 - 12
Chapter 2 - 15
Subtraction - 15
Chapter 3 - 19
Multiplying by 10,100 and 1000 - 19
Chapter 4 - 23
Working with base 20 - 23
Practise questions for working with base 20 - 25
General rule for multiplying 2 x 2 digits - 25
Base 100 and Base 50 Multipication - 29
Chapter 5 - 34
Special case (1) - 34
Special case (2) - 35
Chapter 6 - 37
Division - 37
Chapter 7 - 42
Fractions, decimal and percentage equivalents - 42
Chapter 8 - 47
Interesting Fractions - 47
Chapter 9 - 49
Number Sequences - 49
Chapter 10 - 54
Estimating - 54
Chapter 11 - 59
Multiplication revisited - 59
Chapter 12 - 63
general approach to 3 x 3 multiplicaiton - 63
Chapter 13 - 71
Fractions - 71
Adding and subtracting mixed numbers 73
Multiplying Fractions - 74
Division of Fractions - 75
Converting a mixed number to a fraction - 76
Multiplying a mixed number together - 77
Dividing mixed numbers togther - 78
Chapter 14 - 80
Proportions and ratios - 80
Chapter 15 - 82
Square Roots and Cube Roots - 82
Chapter 16 86
Introduction to Algebra - 86
Chapter 17 - 92
Algebraic Substitution - 92
Chapter 18 - 94
Simple Equations - 94
Chapter 19 - 99
Simultaneous Equations - 99
Description
Speed Mathematics using the Vedic system makes learning basic mathematics more rewarding. The average pupil will be able to work out calculations such as 46X44, 95X95 and 116X114 mentally, often faster than a calculator. Pupils will understand how to work out squares,cubes, percentages,fractions,and equations with ease. Paper and pencil will still be required for most questions, but the speed and accuracy of calculations will improve significantly. This in turn motivates pupils to learn more. This book provides smart strategies for mastering basic Number work and Algebra. These two areas are the building blocks in mathematics. Once pupils can master these aspects they will feel confident to tackle other branches of mathematics. This book is suitable for children from 10 to 14 years of age, but adults who have found mathematics difficult in the past will also benefit from it.
The Essentials of Vedic Mathematics
Details
Author: Rajesh Kumar Thakur
Paperback: 296 pages
Publisher: Rupa (1 April 2013)
Language: English
ISBN-10: 8129123746
ISBN-13: 978-8129123749
Contents
Foreword
Prefacce
What is vedic Mathematics?
Why is Vedic mathematics Essential?
Vedic Sutras
Vedic Sub-Sutra
1 Addition: Introduction, Vedic sutras for
addition - purana puranabhyam, Sankalan
Vyavkalanabhyama and Ekadhikena Purvena.
Meaning of Vedic Sutras and their applications.
2 Subtraction: Introduction, Vedic Sutra for
subtraction - Nikhilam Navatascaramam
Dastatah and Vinculum. Meaning and
application, Digit Sperator Method for
subtraction.
3 Muliplication: INtroduction, Vedic sutras:-
Antyayor dasakepi, Nikhilam Navatascaramam
Dastatah, Anurupyena, Ekanyuena Purvena,
Antyayoshatakepi, Vamanlvavoh Dasake api,
Vamanlyayoh Dasake Gunijah Api and Urdhva-
Tiryak, their meanings and applications.
Dot and Stick method of multiplication,
Multiplication of three numbers,
Multiplication of four numbers.
4 Multiplication through Observation:
Introduction, Multiplication of a number
through 11, 111, 1111, 25, 125, 625, 5, 50
51 etc.
5 Multiplication in Algebra: Introduction,
Urdhva Tiryagbyama sutra of multiplicaiton
of Binomial and Trinomials. Multiplication of
polynomials havin an unequal number of terms.
6 Division: Introduction, vedic Sutra Nikhilam,
Paravartya Yojayet, Urdhva Tiryag and Dhwajanka
method - their meaning and applications.
7 Square: Introduction, Vedic Method for
squaring: Ekadhikena Purvena, Yavadunam
Tavduni Kritya Vargena Yojayet, Duplex method
and Urdhva Tiryagbhyam, its meaning and
applications.
8 Square Root: Introduction, Vilokanam and
Duplex Vedic Method of finding square root.
9 Square Root of Irrational Number: Introduction,
Vedic method Vilokanam and use of Differential
Calculus in extrating square root.
10 Cube: Introduction, Vedic Sutras: Yavadunam,
Anurupyena and Nikhilam, their meanings and
applications.
11 Cube Root: Introduction, Vedic Method
Vilokanam and Beejanl for finding the cube
root of any number.
12 Fourth Power of a number: Introduction,
Pascal Triangle, the method of finding the
fourth power of a number
13 Fourth Root of a Number: Introduction, Vedic
sutra - Vilokanam, its meaning and application.
14 Simultaneous Equation: Introduction, vedic
method - Paravartya Yojayet, Anurupye Sunyam
anyat, Sankalana - Vyavkalana Bhyam, their
meanings and applciations.
15 Cube Factorization: Introduction, Vedic method
- Gunit Samucchaye Samuccaye Gunita, their
meanings and applciations.
16 Quadratic Equation: Introduction, different
Vedic sutras - Vilokanam, sunyam samya
samuccaya, Anurupye and sunyam anyat -
their meanings and applciations.
17 Casting out nines: Introduction, Fundamental
Rule of Navasesh, Vedic method of checking
the accuracy of addition, subtarction,
multiplication, division, square and cube.
18 Trigonometry: Introduxtion, How to compute
Pythagorean Triplets, Computing trigonometric
ratio of Sin A, Sin 2A, Sin 3A, Sin A/2 Sum
and Difference of Compound Angles etc.
19 Questions for Pratice
20 Feedback from Students
21 Bibliography
Description
The Essentials of Vedic Mathematics. A handy and useful guide to mastering Vedic mathematics without any help from experts. Vedic mathematics is an ancient technique consisting of sixteen sutras and sixteen sub-sutras. It simplifies not only the fundamental arithmetic operations, such as multiplication and division, but also more advanced concepts such as simultaneous equations, quadratic equations, the factorization of cubic equations, and so on. This mathematical technique is rapidly emerging as a tool for students appearing in various competitive examinations, including CAT, MAT, XAT, SAT, engineering and banking examinations, where speed and accuracy play a vital role.
As a bonus for students, Rajesh Kumar Thakur has also included in this book chapters for CBSE and ICSE board examinations. Written in simple and lucid language, The Essentials of Vedic Mathematics has been designed to benefit the maximum number of readers. Now you can comprehend the basics of Vedic mathematics without any help from experts.
THE MAGIC OF NINE IN VEDIC MATHEMATICS
Details
This book contains 156 photocopied pages, is computer-typed, highly illustrated, the book is a golden rectangle but fitted or orientated to A4 landscape , and wire bound.
Author Jain.
Self Published in 2001 First Edition
ISBN: 0 9594180-7-5
Contents
Two Opening Prayers, by Jain (p9)
• Short Biography on Swami Bharati Krsna Tirthaji (p11)
• Introduction: (p14)
- Part A (p15)
- Squaring 2 Digit Numbers (p16)
- Squaring 3 Digit Numbers (p17)
- Squaring 4 Digit Numbers (p17)
- Multiplying 2 Digit Numbers (p18)
- Multiplying 3 Digit Numbers (p19)
- Multiplying 4 Digit Numbers (p20)
• Introduction Part B: (p21)
- Decimalizing the fraction 1/19 using Vedic Maths (p21)
- 1/19 Using The Complements of Nine (p23)
- 1/19 Using the tedious current Western System (p27)
- 1/19 Cycle of the 18 Digits (p28)
• Maharishi Mahesh Yogi: Vedic Maths Visionary (p29)
• The 16 Sutras (cryptic Sanskrit Word Formulae) (p30)
- Sub-Sutras (p31)
• Special Division by 9 (p33)
• Sutra: "All From 9 and the Last from 10” (p34)
• Al-Arquan Al-Hindi: Origin of our Arabic Numerals (p36)
• Prayer for Reconnecting The Human Bio-Circuitry (p37)
• Vedic Maths Article 17-3-01 (p39)
• Vedic Square / Atomic Art, Internet Letter (p43)
• The Law of the Squares, linking: (p44)
- The 9 Times Table (p45)
- Duplex (Dwandwa Yoga) (p49)
- Logarithms, John Napier’s ingenious system (p53)
• Urdhva Tiryak (p55)
• Finger Computation (p56)
• A Dream (p57)
• A Tribute to 1/89 (featuring the 11th Fibonacci Term)
(p58)
- Auxiliary fractions (p59)
- Complementary Cycles of Nines (p61)
- Digital Sums of Fibonacci Sequence = Period of 24
(p62)
- Glorifying the Base 12 System (p64)
• A Tribute to 1/81 (p65)
- Beware of Erroneous Mathematical Gurus (p66)
- Squaring of 1, 11, 111, 111 etc (p67)
- 1/81 = .012345679 (The Missing 8) (p68)
- Gematria of 37 (p69)
- 1/81 solved using Auxiliary Fractions. 2 Methods (p70)
• Poisson’s Ratio (p73)
• Complements (p75)
- Digital Pairings from 1 to 9 (p76)
- Vertical Intervals of 9, 99, 999 (p78)
- Digital Pairings (or Number Partners) from 10-20 (p79)
- Chart of the Complements (p81)
• Pi (∏) Vedic Numerical Code. Hymn to Krishna (p83)
- 3.1415926 = "Go-Pi-Bha-Ya-Ma-Dhu-Ra-Ta” (p84)
• Shri Yantra of 9 Interlacing Triangles (p84)
• Construction of the Enneagon or 9-sided Polygon (p88)
• Digital Sums (p90)
• Indestructibility of 9 (p91)
• The Essene Magic Square of 9x9 (p92)
- Drawn Once and 2x (p93)
- Drawn 4x (Back Cover) and 8x (Front Cover) (p94)
• The Vedic Square (Digit Sums of the "X” Table (p95)
- Atomic Structure of Rutile (p95)
- Atomic Structure of Platinum Crystal (p96)
- Pattern of 9 (p97)
• APPENDIX. Random Notes (p99)
• Vedic Maths Poster, Byron Bay (p100)
• Mathemagics: Teaching Maths via Theatre in Schools
(p101)
• Other Books by Jain. Front Covers and Back Covers
(p103)
• Order Form (p110)
• Forthcoming Book by Jain (p111)
• Order of Lecture Presentation (p113)
• Acknowledgements of Graphics Used (p114)
• The Magic Cube of 9x9x9 (p116)
• The Magic Star of 9 (p119)
• Anecdote. Multiplying by 11, 12 and 13 (p120)
• Bibliography (p122)
• Order and Pattern of Steps for Multiplying 2, 3, 4 and 5
Digit Numbers (p123)
• The Magic Of Nine: EXTRA NOTES (p125)
- Jain’s Magic Fingers (p125)
• Clusters of Nines to Higher Powers
eg 99x99 aka 99 Squared aka 99^2 (p126)
• Answers (p128)
• Symmetrical and Pyramidal Pattern of Nines (p129)
• The Magical 142857 (p129)
• Symmetrical Pattern of Nines (p130)
• Multiplication of Numbers by 9s eg: 235x999 (p134)
• Predicting A Future Answer (p141)
• Answers In The Ashes (p143)
• The Magic of Nine Hidden Within the Doubling Sequence
(p144)
- Plotting the Infinitely Recurring Pattern of the Doubling
Sequence Upon the 9-Point Circle (p147)
• Special Division by 9 (p149)
• Common Expressions of 9 in the English Language
Description
Originally known as "The Magic Of Nine In Vedic Mathematics" it goes beyond the Vedas, and belongs to Universal Knowledge. This is Jain's lifetime collection of interesting information regarding the mystical number 9, enhancing the student's love for numbers.
A superior system of Vedic Mathematics that will enhance the current western curriculum in schools.
You will never again multiply or divide the way you do now after understanding the 16 basic sutras.
The Power of Vedic Maths (For Admission Tests)
Details
Author: Atul Gupta
Paperback: 176 pages
Publisher: Jaico Publishing House - First edition (1 June 2004)
Language: English
ISBN-10: 8179923576
ISBN-13: 978-8179923573
Amazon UK Link
Amazon US Link
Amazon India Link
Google Books Link
Google Books (Partial Copy) Link
Contents
Preface
1. Two Simple Techniques
2. Remainder on dividing a number by 9
3. Operations with 11
4. Multiplication (Nikhilam)
5. Multiplication (Urdhva Tiryak)
6. Division
7. Simple Squares
8. Square of any number
9. Square root of a number
10. Cubes and cube roots
11. Auxiliary fractions
12. Mishrank or Vinculum
13. Simultaneous Equations
14. Osculators
15. Applications of Vedic maths
THE TRUTH ABOUT SWAMIJI'S VEDIC MATHEMATICS
The Vedic Math Workbook - I: Speed multiplication of single digit, double digit and triple digit numbers: Volume 1
Details
Authr: Shekhar Scindia
Paperback: 26 pages
Publisher: CreateSpace Independent Publishing Platform (15 Aug 2009)
Language: English
ISBN-10: 144868403X
ISBN-13: 978-1448684038
Contents
1. Single digit multiplication not requiring carry over 5
2. Single digit multiplication requiring carry over 6
3. Practice problems - Single digit multiplication 7
4. Double digit multiplication not requiring carry over 9
5. Double digit multiplication requiring carry over 10
6. Practice problems -Double digit multiplication 12
7. Triple digit multiplication 16
8. Triple digit multiplication - 2nd example 18
8.. Practice problems - Triple digit multiplication 20
9. Answers to practice problems - Single digit multiplication 23
10. Answers to practice problems - Double digit multiplication 24
11. Answers to practice problems - Triple digit multiplication 25
THE VEDIC MATHEMATICS CURRICULUM PART 1:DIGITAL SUMS
Details
This book contains 152 photocopied pages, is hand-written, highly illustrated, the book is a golden rectangle but fitted or orientated to A4 landscape , and wire bound.
Author Jain.
Self Published in 2001 First Edition
ISBN: 0 9594180-8-3
Contents
• Foreword p7
• Biography on Sri Bharati Krsna Tirthaji (1884-1960) p11
• The 16 Vedic Mathematical Sutras and Sub-Sutras
CHAPTER ONE : ODDS and EVENS + COMPLEMENTS p17
• How do I start teaching my Child the first principles of Vedic
Mathematics p18
• The Nature of Odd and Even Numbers p19
• The Odd Number generating the Squared Numbers p22
• The Odd Numbers generating the Cubed Numbers p23
• Al-Arquan-Al-Hindu (Creation of 1,2,3)
• Complements p25
CHAPTER TWO : DIGIT SUMS p28
• Digit Sums (Samuccaya) p29
• Origin of the word "Calculate” p31
• Casting Out the Nines p33
• Digit Sum Check : Gunita Samuccayah SamuccayaGunitah
p34
• Multiplication by Eleven p35
CHAPTER THREE : UNIVERSAL NUMBER SERIES p39
• D.S.S.P (Digit Sum Series Pattern) for the Numbers from 1 - 10 cubed
p40
• D.S.S.P for The Triangular Numbers p41
• Chart of The Squares p42
• Pyramid of Ones p43
• D.S.S.P for the Squared Number and The Last Digits of the Squared
Nos p44
• D.S.S.P for The Magic Square Constants p45
• D.S.S.P for The Natural Squares p46
• D.S.S.P for the Fibonacci Sequence p47
• D.S.S.P for A Pyramid of Threes p48
• D.S.S.P for Pascal’s / Halayudha’s Triangle p49
• The Parable of Sessa’s Chess-Board (as Powers of 2) p50
• Pascal’s / Halayudha’s Triangle as Powers of Eleven p52
• How To Create The Vedic Square p53
• Atomic Structure of Rutile p54
• Atomic structure of Platinum Crystal p56
• Divisibility by 3 and 6 p60
• Divisibility by 4 ("the Ultimate and Twice The Penultimate" Sutra)
p61
• The Rows of the Vedic Squares D.S.S.P plotted upon the 9-Point
Circle p62
CHAPTER FOUR : EKADHIKA and 1/19 p67
• "By one More Than The One Before" Sutra ("Ekadhika Purvena")
p68
• Exposition on 1/19 p70
CHAPTER FIVE : ADDITION AND SUBTRACTION
• Ambidexterity p75
• Sub-Sutra: "The Product of the Digit Sum is Equal to the
Digit Sum
of the Product" p77
• Sutra: "By The completion or Non-Completion" p79
• Sub-Sutra : "On the Flag" (Dvajanka) p80
• How to Subtract from both Directions : Ambidexterity p82
• Sutra : "By Addition and Subtraction" p84
• How to Multiply by 9 by Digital Subtraction p86
• APPENDIX p88
• Special Division by 9 p88
• "Buddha Knows Maths" p89
• Magic Square of 5 x 5 reduced to its Digit Sums p90
• ANSWERS p93
• BIBLIOGRAPHY p103
• ACKNOWLEDGMENTS p104
• Extra Notes p111
• History from Bhagavad Gita p124
• Origin of Zero p130
Description
This book was formerly known as:
"The Vedic Mathematics Curriculum For The Global School" but the title no longer applies as "Jain Mathemagics" is wider in its spectrum and more highly visual than the limitation of just analytical "Vedic Mathematics".
This book is everything possible on manipulating multi digits to single digits. This is the essence of 1 of 16 Vedic Sutras that means "Digital Sums" or Digital Compression. Physicists know that if there is a problem to be solved, that compression is the answer
eg: if a computer has too much data and it needs to be stored economically or sent efficiently, it can be solved by digital compression.
Vedic Math - A Help Yourself Workbook for grades 1 & 2
Vedic Math Demystified : Math Made Simple
Details
Author Pankaj Sharma, Neetu Sharma
Paperback: 206 pages
Publisher: CreateSpace Independent Publishing Platform (12 April 2012)
ISBN-10: 1475086431
ISBN-13: 978-1475086430
Contents
Insight 8
Chapter 1 15
Basics of Number system 15
Complements of a number 17
Digital Sum 19
Addition of large numbers 23
Vinculums or Bar Numbers 33
Subtraction 37
Chapter 2 41
Mukltiplication of numbers near a base 41
Proportionately 47
Multiplication by 11 50
The Numbers of 9's- 99,999,9999,99999... 53
Mutiplying numbers where the bases are different 59
Vertically and Crosswise Method 61
Multiplication of 3 Numbers 68
Chapter 3 71
Divisibilty 71
Chapter 4 86
Division 86
Dvision 86
Basics 86
Division by Nine (short Cut) 102
Division by 8 104
Division by 11,12,13 etc 105
Chapter 5 108
Squares 108
Square Root 125
Chapter 6 138
Cubes 138
Chapter 7 146
Cube Root 146
Chapter 8 154
Fractions and Recurring Decimals 154
HCF and LCM 168
ratio and Proportion 174
Chapter 9 179
Quantitative Aptitude 179
Practice Questions 188
Description
This Book presents techniques taken from ancient Vedic system that help to do calculations much faster than most of the well known techniques that we learn in high-school. According to the author, the book is helpful for students in school as well as for those planning to appear in competitive exams such as SAT, GMAT, CAT, NTSE, Olympiad and other competitive examinations, as the described techniques develop creativity and math skills. In addition, a variety of problems are solved in the book using the Vedic math techniques just to demonstrate the usefulness of this ancient art.
Vedic Maths: Vedic Formulas Sutras Explained in Simple Methods
Details
Author: H.K. Gupta
Paperback: 96 pages
Publisher: BPI (India) PVT Ltd (15 April 2007)
Language: English
ISBN-10: 817693142X
ISBN-13: 978-8176931427
Contents
Introduction
1. Multiplication of Single Digit Numbers
2. Multiplication of Two (or more) Digit Numbers
3. General Formula to Encompass All Multiplications
4. Special Method of Multiplication
5. Finding Square of Numbers
6. Division of Numbers by Nikhilam Method
7. General Formula for Divisions
8. Square Root of Numbers
9. Answers
Description
Vedic Mathematics is much more than a magical method of fast calculation. While mastery of its simple sutras-and a little practice-undoubtedly enables one to perform mental computations with lightning speed, what is really fascinating about the subject is that it springs from what are normally considered religious treatises! But ours is a mechanistic universe governed by immutable mathematical laws, where everything functions according to definite principles.
Be that as it may, Vedic Maths-based on hidden rhythms and patterns bequeathed to us from hoary antiquity-will prove to be an invaluable aid for every modern human who has to cope with numbers, whether a school kid, a student preparing for a major competitive examination, an engineer, a beleaguered housewife, or a counter salesman... a magic wand to ease the pressure of 21st century living.
Vedic Maths: Vedic Formulas Sutras Explained in Simple Methods 2
Vedic Mathematics
Details
Author: Radhakrishna Gupt
Publisher: B.R. Publishing Corporation 2010
Paperback: 2010
Language: English
ISBN-10: 8176467022
ISBN-13: 978-8176467025
Contents
Preface
1. Table and General Formulae
2. Universal Life Calendar
3. Multiplication with 13 Methods
4. Squaring with 16 Methods
5. Square Root with 4 Methods
6. Cube of No. with 4 Methods
7. Cube Root with 3 Methods
8. Division with 3 Methods
9. Factors of No. with 8 Methods
10. 20 Kind of Equations with 42 Type of Special
11. Partial Fraction with Simple Rule
12. Auxiliary Fraction with 3 Methods
13. Osculation by 2 Methods with 4 Rules
Vedic Mathematics
Details
Author: Sumita Bose
Publisher: V and S Publishers (1 January 2012)
Language: English
ISBN-10: 938158897X
ISBN-13: 978-9381588970
Description
About the Book: Vedic Mathematics Vedic Mathematics unfolds a new method of approach tomathematics. It is based on sixteen one line formulae known as"sutras" and thirteen one line corollaries known as "upa sutra".These simple straight forward formulae and techniques help insolving complex mathematical problems in quick and easy steps. The step-by-step easy methods explained in this book help toremove the mathematics phobia commonly present in students andboost their self-confidence. The short techniques elevate theperformance level of the students in any exam be it school, collegeor competitive examination. features: Simple and lucid language Diagrammatic and step-by-step explanation Solved examples for clear understanding Practice exercise and Word of caution in every chapter Time Saving Tricks and Shortcuts Mini Mathematics Refresher Brain racking puzzles
Vedic Mathematics: Everything You Need to Know About Fast Calculations
Details
This book appears to have been reprinted under different titles.
Author: Pradeep Kumar
Paperback: 119 pages
Publisher: New Dawn Press (15 November 2005)
Language: English
ISBN-10: 1845572203
ISBN-13: 978-1845572204
original ISBN (of 2002 edition)
ISBN-10: 8179630013
ISBN-13 9788179630013
Intelligent guessing ISBN (from Amazon)
ISBN-10: 1932705082
ISBN-13: 978-1932705089
Amazon UK Link
Amazon India Link
Google Books Link
Google Books (Partial Copy) Link
Intelligent guessing version
Amazon UK Link
Amazon US Link
Amazon India Link
Google Books Link
Google Books (partial Copy) Link
Contents
Preface
Multiplication
1. First Formula - 9
Multiplying two-digit numbers by two-digit numbers - 9
Multiplying three-digit numbers by three-digit numbers - 15
Applications - 17
2. Quick Formula 20
Multiplication of digits near 100 - 20
Multiplication of digits near 50 - 25
Multiplication of digits near 200 - 27
Multiplication of digits near 150 - 30
the importance of bases in Quick Formula - 32
3. Criss-Cross technique - 37
Multiplying two-digit numbers by two-digit numbers - 37
Multiplying three-digit numbers by two-digit numbers - 42
Multiplying four-digit numbers by two digit numbers - 46
Multiplying five-digit numbers by two-digit numbers - 49
Multiplying three-digit numbers by three-digit numbers - 51
Multiplying four-digit numbers by three-digit numbers - 55
4. Mental Multiplication techniques - 57
Multiplication two-digit numbers by two-digit numbers - 57
Multiplication three-digit numbers by two-digit numbers - 59
Multiplying four-digit numbers by two-digit numbers - 61
Multiplying five-digit numbers by two-digit numbers - 62
Multiplying three-digit numbers by three-digit numbers - 64
Division
1. Real Magic - 65
Denominator ending with 9 - 65
Denominator ending with 8 - 68
Denominator ending with other digits - 70
Numerator having more than one digit after the decimal - 72
2. Criss-Cross Technique - 74
Division format - 74
Division of a number by a smaller three-digit number (Flag digit=1) - 75
Division of a number by a larger three-digit number (Flag digit=2) - 82
Division of a number by a four-digit number - 85
Decimal Division - 87
Squares
Squares of a number ending with 5 - 91
Finding squares of an adjacent number - 93
Forward method - 94
Reverse method - 94
Mental formaula for finding squares - 95
Cubes -97
Square Roots
Square root of a perfect square - 102
Finding the square root in decimals - 108
Cube Roots - 110
Simultaneous Equations - 113
Peculiar Types - Types I, Type II - 115
A Word to all Maths Enthuisats - 117
The 'Achiever' Institute - 118
Description
Vedic Mathematics is a magical method of fast calculations. This wonderful tool has been developed on the basis of ancient Indian principles. This unique method of calculation is a book for students. It helps them to increase their speed of working with figures, independently of electronic computing machines.
This book will give you the cutting edge in crucial competitive examinations, and help you steer your career towards the pinnacle of success.
Vedic Mathematics For Beginners Level's 1-6 Workbooks
Details
Author: Sangita Sinha
Publisher: Shree Book Centre (2009)
Language: English
Level 1 Workbook
ISBN-10: 8184991029
ISBN-13: 978-8184991024
Amazon India Link
Publisher Link
Level 2 Workbook
ISBN-10: 8184991037
ISBN-13: 978-8184991031
Amazon India Link
Publisher Link
Level 3 Workbook
ISBN-10: 8184991045
ISBN-13: 978-8184991048
Amazon India Link
Publisher Link
Level 4 Workbook
ISBN-10: 8184991053
ISBN-13: 978-8184991055
Amazon India Link
Publisher Link
Level 5 Workbook
ISBN-10: 8184991061
ISBN-13: 978-8184991062
Amazon India Link
Publisher Link
Level 6 Workbook
ISBN-10: 818499107X
ISBN-13: 978-8184991079
Description
Vedic Mathematics For Beginners Work Book Level 1
Vedic Mathematics uses Vedic Sutras to make difficult calculations and equations easy to handle. This book is considered to be the ultimate work in Vedic Mathematics, and provides an introduction to this subject.
The book Vedic Mathematics talks about an ancient system of calculations that is derived from the Vedas. It was rediscovered in the early part of the twentieth century by Sri Bharati Krishna Tirthaji, who spent a lifetime studying the various Vedic Sutras and traditions. The Vedas have been handed down through the generations in an oral tradition, and not all the concepts have been written down and documented.
Vedic Mathematics for students taking competitive exams
Details
Author Rajesh Kumar Thakur
Paperback: 181 pages
Publisher: Unicorn Books Pvt Ltd (30 Jan 2010)
Language: English
ISBN-10: 8178061775
ISBN-13: 978-8178061771
Contents
Introduction to Vedic Mathematics
Vedic Sutras
Vedic Sub-Sutras
ADDITION
Introduction, Vedic Sutras for Addition – Ekadhikena Purvena and Sunyanta, Its Meaning and Applications.
SUBTRACTION
Introduction, Vedic Sutra for Subtraction – Ekadhikena Purvena and Param Mitra, Ekanyuena Purvena and Param Mitra, Its Meaning and Applications, Digit Separator Method for Subtraction.
MULTIPLICATION
Introduction, Vedic Sutras – Nikhilam Navatascaramam Dasatah, Anurupyena, Ekanyuena Purvena and Urdhva-Tiryak, their Meaning and Applications, Dot and Stick Method of Multiplication, Multiplication of three numbers etc., Multiplication using Napier’s Rods.
DIVISION
Introduction, Vedic Sutra – Nikhilam, Paravartya Yojayet and Dhwajanka, Their Meaning and Applications.
CASTING OUT NINES
Introduction, Checking the accuracy of Addition, Subtraction, Multiplication and Division.
SQUARE
Introduction, An Interesting Pattern, Relation between Triangular Number and Square Number, Vedic Method for Squaring – Ekadhikena Purvena, Anurupyena, Yavadunam and Duplex Method, Its Meaning and Applications.
SQUARE ROOT
Introduction, Important Points to Remember, Aryabhatta’s Method to find the Square Root, Fundamental Rules to Extract the Square Root of a Number, Duplex Vedic Method for finding Square Root, Square Root of an Irrational Number.
CUBE
Introduction, Properties of Cubic Number, Algebraic Method to find the Cube. Different Vedic Sutras – Anurupyena, Nikhilam, Ekadhikena Purvena and Yavadunam, Its Meaning and Applications.
CUBE ROOT
Introduction, Important Points related to Cube Root, Vedic Method of finding Cube Root of any Number less than 7 digits, Vedic Method to Extract the Cube Root of any Number having 7, 8 or 9 digits.
SIMPLE EQUATIONS
Introduction, Different Vedic Sutras – Sunyam Samya Samuccaya, Paravartya Yojyet and Anurupye Sunyamanyat, Its Meaning and Applications.
ANSWERS
Bibliography
Description
Indispensable to students appearing for Competitive Exams.In recent times, a renewed interest in Vedic Mathematics has grown all over the world, as it offers fast-track calculations in a simple way. With a little practice, one can solve tedious mathematical problems such as square roots, cube roots, multiplications and divisions etc. mentally in no time. A special method – Casting out Nines – counter checks all fundamental mathematical operations with ease.
About the Author
Rajesh Kumar Thakur, a postgraduate in Maths, Operation Research and Education, has been teaching secondary and senior secondary school students for the past twelve years.
The charm of numbers made him a lover of mathematics. He has been associated with many prestigious public schools in Delhi, Jharkhand and Rajasthan as a guest teacher of mathematics. He has written several books, and hundreds of his essays/articles have been published in many leading magazines and newspapers all over the country.
Vedic Mathematics Made Easy
Details
Paperback: 230 pages
Publisher: Jaico Publishing House (15 July 2006)
Language: English
ISBN-10: 8179924076
ISBN-13: 978-8179924075
Product Dimensions: 21.6 x 13.8 x 1.2 cm
Author: Dhaval Bathia,
Contents
Preface xi
Acknowledgements xvii
About the Author xix
Vedic Mathematics: An Introduction xxi
Maths is Interesting! 1
BASIC LEVEL
1. Miscellaneous Simple Method 11
2. Criss - Cross System of Multiplication 33
3. Squaring Numbers 48
4. Cube Roots of Perfect Cubes 55
5. Square Roots of Perfect Squares 66
INTERMEDIATE LEVEL
6. Base Method for Multiplication 79
7. Base Method for Squaring 102
8. Digit-Sum Method 108
9. Magic Squares 118
10. Dates & Calendars 130
11. General Equations 143
12. Simultaneous Linear Equations 146
ADVANCE LEVEL
13. Square Roots of Imperfect Squares 157
14. Cubing Numbers 170
15. Base Method Division 181
16. Division (part Two) 194
Afterword 203
Appdenicies 205
Appendix A: Multiplication of five digit numbers
Appendix B: Multiplication of Algebraic Identities
Appendix C: Zeller's Rule (To fin the day on any date)
Appendix D: Pythagorean Values
Appendix E: Divisibility Tests
Appendix F: Raising to fourth and higher powers
Appendix G: Co-ordinate Geometry
Answers 219
Freqently asked questions (FAQ's) 224
Bibliography 227
Description
Vedic Mathematics, Fast Mathematics, Vedic Arithmetics, Algebra, Trignometry, Quick Tips to Solve Mathematics problems
A simplified approach for beginners, can you multiply 231072 by 110649 and get the answer in just a single line? Can you find the cube root of 262144 or 704969 in two seconds? Can you predict the birth date of a person without him telling you? Can you predict how much money a person has without him telling you? Can you check the final answer without solving the question? Or, in a special case, get the final answer without looking at the question? Can you solve squares, square roots, cube roots and other problems mentally? All this and a lot more is possible with the techniques of Vedic Mathematics described in this book. The techniques are useful for students, professionals and businessmen. The techniques of Vedic Mathematics have helped millions of students all over the world get rid of their fear of numbers and improve their scores in quantitative subjects. Primary and secondary school students have found the Vedic mathematics approach very exciting. Those giving competitive exams like MBA, MCA, CET, UPSC, GRE, GMAT etc. have asserted that Vedic Mathematics has helped them crack the entrance tests of these exams.
Vedic Mathematics - Part 1
Details
Author S. Haridas
Publisher Bharatiya Vidya Bhavan, 2000
Original from the University of Michigan
For some reason there are two Amazon Standard identification Numbers !
ASIN: B00069WZO4
ASIN: B007F5TH7K
Contents
Introductory Note
Foreword
Preface
Chapter I: Fundamental Operations
Chapter II: Arithmetic
Chapter III: Polynomial
Chapter IV: Equations
Chapter V: Geometry
Chapter VI: Trigonometry
Chapter VII: Recurring Decimals
Chapter VIII: Vedic Numerical Code
Description
From the inside back cover:
Vedic Mathematics offers an easy way to solve problems in modern mathematics using 16 Sanskrit Sutras recovered by Swami Bharati Krishna Thirtha. School/College students can easily learn this and practice themselves. It is meant as source book for students and will be very much helpful in competitive examinations. Knowledge of Sanskrit is not necessary.
Vedic Mathematics Sutra
Vedic Mathematics-Simplified: Maths made easy
Details
Author Jini K Gopinath
Publisher: LAP LAMBERT Academic Publishing (8 Feb 2012)
Language: English
ISBN-10: 384733879X
ISBN-13: 978-3847338796
Product Dimensions: 1.7 x 15 x 22.6 cm
Paperback: 304 pages
Description
Several indigenous mathematical techniques were used all over the world. Some of them have fallen into oblivion as a result of colonization and modern education. Ancient India had several methods to simplify the learning of mathematics. Vedas are storehouses of ancient knowledge. Vedic mathematics is found in the appendix of one of the four vedas, the Atharva veda. Extensive research on the applicability of these methods is being carried out in several countries. The aim of this book is to make these ancient methods accessible to mathematics lovers all over the world and it will help to make mathematics easy to understand and fun. It is based on sixteen word formulae. Practicing vedic mathematics will help those who have difficulty with conventional mathematics, and will help to reduce the stress of understanding mathematical concepts.
