# Vedic Maths: A Complete Guide with a Free Book Download

## Vedic Maths Full Book Free Download: A Complete Guide

Are you interested in learning Vedic Maths, the ancient system of mathematics that originated in India? Do you want to improve your mental calculation skills, speed, accuracy, and confidence in solving mathematical problems? Do you want to know how to download Vedic Maths full book for free? If you answered yes to any of these questions, then this article is for you.

## Vedic Maths Full Book Free Download

In this article, you will learn what Vedic Maths is and why it is important, how to learn Vedic Maths for free using online resources and books, and how to download Vedic Maths full book for free from various websites and platforms. By the end of this article, you will have a clear idea of how to start your journey with Vedic Maths and enjoy its benefits.

## What is Vedic Maths and why is it important?

Vedic Maths is a system of mathematics that is based on 16 sutras or formulas derived from the Vedas, the ancient scriptures of Hinduism. These sutras are simple and easy to remember, and they can be applied to various branches of mathematics such as arithmetic, algebra, geometry, trigonometry, calculus, and more.

Vedic Maths is important because it offers several advantages over conventional methods of calculation. Some of these advantages are:

It enhances mental calculation skills, which can improve concentration, memory, creativity, and logical thinking.

It reduces the dependence on calculators and other electronic devices, which can save time and energy.

It makes mathematics fun and enjoyable, which can increase interest and motivation in learning.

It simplifies complex problems and reduces the chances of errors and mistakes.

It develops a holistic approach to mathematics, which can help in understanding the underlying concepts and principles.

### The history and origin of Vedic Maths

Vedic Maths was rediscovered by Swami Bharati Krsna Tirthaji (1884-1960), a scholar and a spiritual leader who was also the Shankaracharya (head) of Puri Math in India. He claimed that he found the 16 sutras of Vedic Maths in the Atharva Veda, one of the four Vedas that deal with various aspects of life.

He spent many years studying and researching these sutras and their applications. He wrote a book titled "Vedic Mathematics" that was published posthumously in 1965. The book contains 16 chapters that explain each sutra in detail and provide numerous examples and exercises. The book also covers topics such as fractions, decimals, square roots, cube roots, factorization, equations, coordinate geometry, trigonometry, calculus, and more.

### The benefits and advantages of learning Vedic Maths

As mentioned earlier, learning Vedic Maths can offer many benefits and advantages to students, teachers, professionals, and anyone who wants to improve their mathematical skills. Some of these benefits and advantages are:

It can help students to score better marks in exams and tests, as they can solve problems faster and more accurately.

It can help teachers to make their lessons more engaging and interactive, as they can use Vedic Maths techniques to demonstrate and explain various concepts.

It can help professionals to perform better in their work, as they can handle calculations and data analysis more efficiently and effectively.

It can help anyone to boost their confidence and self-esteem, as they can overcome their fear and anxiety of mathematics.

### The main concepts and principles of Vedic Maths

The main concepts and principles of Vedic Maths are based on the 16 sutras or formulas that cover all aspects of mathematics. These sutras are:

SutraMeaningExample

Ekaadhikena PurvenaBy one more than the previous oneTo find the square of a number ending with 5, multiply the first part by one more than itself and append 25 at the end. For example, 25^2 = (2 x (2+1))25 = 625.

Nikhilam Navatashcaramam DashatahAll from 9 and the last from 10To subtract a number from a power of 10, take the complement of each digit from 9 except the last one, which is taken from 10. For example, 1000 - 357 = (9-3)(9-5)(10-7) = 643.

Urdhva TiryagbhyamVertically and crosswiseTo multiply two numbers, multiply them vertically and crosswise and add the results. For example, 23 x 14 = (2 x 1) + [(2 x 4) + (3 x 1)] + (3 x 4) = 2 + 11 + 12 = 322.

Paravartya YojayetTranspose and adjustTo solve a linear equation, transpose the terms and adjust the signs. For example, to solve 3x + 4 = 10, transpose 4 to the right side and change its sign. Then divide both sides by 3. So, x = (10 - 4) / 3 = 2.

Shunyam SaamyasamuccayeWhen the sum is the same that sum is zeroTo factorize a quadratic equation, find two numbers whose sum is equal to the coefficient of x and whose product is equal to the constant term. Then write the equation as a product of two binomials. For example, to factorize x^2 + 5x - 24, find two numbers whose sum is 5 and whose product is -24. They are -3 and 8. So, x^2 + 5x - 24 = (x - 3)(x + 8).

AnurupyenaProportionatelyTo find the equivalent fraction of a given fraction, multiply or divide both the numerator and denominator by the same number. For example, to find the equivalent fraction of 2/3 with denominator 12, multiply both numerator and denominator by 4. So, 2/3 = (2 x 4) / (3 x 4) = 8/12.

Sankalana VyavakalanabhyamBy addition and by subtractionTo find the square of a number near a power of 10, add or subtract the difference from the number and multiply by the power of 10. Then add or subtract the square of the difference. For example, to find the square of 98, subtract the difference of 2 from 98 and multiply by 100. Then subtract the square of 2. So, 98^2 = (98 - 2) x 100 - 2^2 = 96 x 100 - 4 = 9600 - 4 = 9596.

To divide a large number by another large number, complete or non-complete the dividend and divisor to the nearest power of 10. Then divide them and adjust the quotient. For example, to divide 1225 by 35, complete the dividend to 1400 and the divisor to 40. Then divide them and adjust the quotient by subtracting the excess. So, 1225 / 35 = (1400 / 40) - (175 / 35) = 35 - 5 = 30.

Chalana KalanabyhamDifferences and similaritiesTo multiply two numbers close to a power of 10, find the difference of each number from the power of 10. Then add one difference to the other number or subtract one difference from the other number. This is the left part of the answer. Then multiply the differences and this is the right part of the answer. For example, to multiply 88 by 98, find the difference of each number from 100. They are -12 and -2. Then add -12 to 98 or subtract -2 from 88. This is 86. Then multiply -12 by -2. This is 24. So, 88 x 98 = 8624.

YaavadunamWhatever the extent of its deficiencyTo find the square of a number below a power of 10, find the deficiency of the number from the power of 10. Then subtract the deficiency from the number and write it as the left part of the answer. Then square the deficiency and write it as the right part of the answer. For example, to find the square of 92, find the deficiency of 92 from 100. It is 8. Then subtract 8 from 92 and write it as the left part of the answer. It is 84. Then square 8 and write it as the right part of the answer. It is 64. So, 92^2 = 8464.

Antyayor DasakepiOn the last digits being in sum 10To multiply two numbers whose last digits add up to 10 and whose previous parts are identical, multiply the last digits and write it as the right part of the answer. Then multiply the previous part by one more than itself and write it as the left part of the answer. For example, to multiply 43 by 47, multiply 3 by 7 and write it as the right part of the answer. It is 21. Then multiply 4 by one more than itself and write it as the left part of the answer. It is 20. So, 43 x 47 = 2021.

AdyamadyenantyamantyenaThe first by first and last by lastTo find a proportionate value in a series or a progression, multiply crosswise and divide by a common factor if possible. For example, to find x in a proportion such as 2 : x = 6 : 9, multiply crosswise and divide by a common factor if possible. So, x = (2 x 9) / 6 = 18 / 6 = 3.

GunakasamuccayahThe factors of sum are same as sum of factorsTo factorize an expression with four terms, find two pairs of terms that have a common factor and group them together. Then take out their common factors and write them as a product of two binomials. For example, to factorize x^2 + xy + y^2 + z^2, find two pairs of terms that have a common factor and group them together. They are (x^2 + xy) and (y^2 + z^2). Then take out their common factors and write them as a product of two binomials. So, x^2 + xy + y^2 + z^2 = (x^2 + xy) + (y^2 + z^2) = x(x + y) + (y + z)(y + z) = (x + y)(x + y + z).

GunitasamuccayahThe product of sum is same as sum of productTo expand an expression with two binomials, multiply each term of the first binomial by each term of the second binomial and add the results. For example, to expand (x + y)(x + z), multiply each term of the first binomial by each term of the second binomial and add the results. So, (x + y)(x + z) = x(x + z) + y(x + z) = x^2 + xz + xy + yz.

Vyashti SamashtiPart and wholeTo find the average of a group of numbers, divide the sum of the numbers by the number of numbers. For example, to find the average of 2, 4, 6, and 8, divide the sum of the numbers by the number of numbers. So, average = (2 + 4 + 6 + 8) / 4 = 20 / 4 = 5.

Anurupye ShunyamanyatIf one is in ratio, the other is zeroTo solve a proportion with three terms, cross multiply and equate to zero. For example, to solve x : 2 = 3 : 0, cross multiply and equate to zero. So, x x 0 = 2 x 3 0 = 6 This is impossible, so there is no solution.

Sesanyankena CharamenaThe remainders by the last digitTo divide a large number by a small number that ends with 9, add 1 to the divisor and divide the dividend by the new divisor. Then multiply the quotient by 10 and subtract 10 from it. This is the new quotient. Then multiply the remainder by 10 and add 9 to it. This is the new remainder. For example, to divide 1234 by 29, add 1 to 29 and divide 1234 by 30. Then multiply the quotient by 10 and subtract 10 from it. This is the new quotient. Then multiply the remainder by 10 and add 9 to it. This is the new remainder. So, 1234 / 29 = (1234 / 30) - 1 R [(4 x 10) + 9] = 41 R 49.

SopaantyadvayamantyamThe ultimate and twice penultimateTo find the square of a number that ends with 5, multiply the last digit by itself and write it as the right part of the answer. Then multiply the previous part by itself and add twice the product of the previous part and the last digit. Write this as the left part of the answer. For example, to find the square of 35, multiply 5 by itself and write it as the right part of the answer. It is 25. Then multiply 3 by itself and add twice the product of 3 and 5. Write this as the left part of the answer. It is (3 x 3) + (2 x 3 x 5) = 9 + 30 = 39. So, 35^2 = 3925.

Ekanyunena PurvenaBy one less than previous oneTo find a fraction whose denominator is one more than its numerator, subtract one from both numerator and denominator and simplify if possible. For example, to find a fraction whose denominator is one more than its numerator and whose value is equal to 2/3, subtract one from both numerator and denominator and simplify if possible. So, (2 - 1) / (3 - 1) = 1 / 2.

## How to learn Vedic Maths for free?

Now that you have learned what Vedic Maths is and why it is important, you might be wondering how to learn it for free. Fortunately, there are many online resources and books that can help you learn Vedic Maths for free or at a low cost. Here are some of them:

### The best online resources and courses for Vedic Maths

There are many websites and platforms that offer free or paid courses on Vedic Maths for different levels and purposes. Some of them are:

#### Vedic Maths Academy

webinars, and workshops on Vedic Maths. You can access some of the courses for free, while others require a nominal fee. You can visit their website at https://www.vedicmathsacademy.org/ to learn more.

#### Vedic Maths India

Vedic Maths India is another leading online platform for learning Vedic Maths. It offers various courses for students, teachers, parents, and professionals. It also provides certification, books, videos, blogs, podcasts, and events on Vedic Maths. You can access some of the courses for free, while others require a subscription or a one-time payment. You can visit their website at https://vedicmathsindia.org/ to learn more.

#### Vedic Maths World

Vedic Maths World is a global community of Vedic Maths enthusiasts and learners. It offers various courses for different age groups and levels. It also provides books, videos, articles, puzzles, games, and quizzes on Vedic Maths. You can access some of the courses for free, while others require a donation or a membership fee. You can visit their website at https://vedicmathsworld.org/ to learn more.

### The best books and ebooks for Vedic Maths

There are many books and ebooks that can help you learn Vedic Maths for free or at a low cost. Some of them are:

#### Vedic Mathematics by Bharati Krsna Tirthaji

This is the original book on Vedic Maths that was written by Swami Bharati Krsna Tirthaji and published posthumously in 1965. It contains 16 chapters that explain each sutra in detail and provide numerous examples and exercises. It covers topics such as fractions, decimals, square roots, cube roots, factorization, equations, coordinate geometry, trigonometry, calculus, and more. It is suitable for anyone who wants to learn the basics and the advanced concepts of Vedic Maths. You can download this book for free from https://www.holybooks.com/vedic-mathematics-download-free-pdf-book/ or buy a hard copy from https://www.amazon.com/Vedic-Mathematics-Bharati-Krsna-Tirthaji/dp/8120801636/.

#### Vedic Mathematics Made Easy by Dhaval Bathia

roots, algebra, geometry, and more. It is suitable for anyone who wants to learn the practical and fun applications of Vedic Maths. You can download this book for free from https://b-ok.asia/book/2284110/7c8f9a or buy a hard copy from https://www.amazon.com/Vedic-Mathematics-Made-Easy-Dhaval/dp/8184953084/.

#### The Power of Vedic Maths by Atul Gupta

This is a comprehensive book on Vedic Maths that was written by Atul Gupta, a certified Vedic Maths teacher and founder of Vedic Maths Forum India. It contains 43 chapters that explain various methods and concepts of Vedic Maths in a systematic and logical way. It covers topics such as arithmetic, algebra, geometry, trigonometry, calculus, mental maths, speed maths, competitive exams, and more. It is suitable for anyone who wants to learn the theory and the practice of Vedic Maths. You can download this book for free from https://b-ok.asia/book/3420729/6f8a1d or buy a hard copy from https://www.amazon.com/Power-Vedic-Maths-Atul-Gupta/dp/938138450X/.

## How to download Vedic Maths full book for free?

Now that you have learned how to learn Vedic Maths for free using online resources and books, you might be wondering how to download Vedic Maths full book for free. There are many websites and platforms that offer free downloads of books and ebooks on various topics, including Vedic Maths. However, before you download any book for free, you should be aware of the legal and ethical issues involved.

### The legal and ethical issues of downloading books for free

Downloading books for free from unauthorized sources may violate the intellectual property rights of the authors and publishers. It may also deprive them of their rightful income and recognition. Moreover, it may harm the quality and credibility of the books, as they may contain errors, viruses, malware, or other harmful elements.

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### The best websites and platforms to download Vedic Maths full book for free

If you still want to download Vedic Maths full book for free from authorized and trustworthy sources, here are some of them:

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## Conclusion

Vedic Maths is a system of mathematics that is based on 16 sutras or formulas derived from the Vedas, the ancient scriptures of Hinduism. It offers many benefits and advantages over conventional methods of calculation, such as enhancing mental calculation skills, reducing dependence on calculators, making mathematics fun and enjoyable, simplifying complex problems, and developing a holistic approach to mathematics.

You can learn Vedic Maths for free using online resources and books that explain various techniques and tricks of Vedic Maths in a simple and easy way. You can also download Vedic Maths full book for free from various websites and platforms that offer free downloads of books and ebooks on various topics. However, you should be aware of the legal and ethical issues of downloading books for free and respect the rights and interests of the authors and publishers.

We hope this article has helped you to learn more about Vedic Maths and how to download Vedic Maths ful