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ANCIENT INDIAN FORGOTTEN SCIENCE

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--------------:Vedic Mathematics:-----------------------

 

It is being taught in some of the most prestigious institutions in

England and Europe. NASA scientists applied its principles in the

area of artificial intelligence. And yet, in the country of its birth

it languishes as a forgotten science.

Vedic mathematics, which simplifies arithmetic and algebraic

operations, has increasingly found acceptance the world over. Experts

suggest that it could be a handy tool for those who need to solve

mathematical problems faster by the day.

 

 

1.What is Vedic Mathematics?

It is an ancient technique, which simplifies multiplication,

divisibility, complex numbers, squaring, cubing, square and cube

roots. Even recurring decimals and auxiliary fractions can be handled

by Vedic mathematics

 

 

2.Who Brought Vedic Maths to limelight?

The subject was revived largely due to the efforts of Jagadguru Swami

Bharathikrishna Tirthaji of Govardhan Peeth, Puri Jaganath(INDIA)

(1884-1960). Having researched the subject for years, even his

efforts would have gone in vain but for the enterprise of some

disciples who took down notes during his last days. That resulted in

the book, Vedic Mathematics, in the 1960s. These are now available in

a book called "VEDIC MATHEMATICS" by H.H. Jagadguru Swami Sri

Bharati Krishna Tirthaji Maharaj or online in an easy to understand

and comprehensive format on www.magicalmethods.org

 

3.What is the basis of Vedic Mathematics?

The basis of Vedic mathematics, are the 16 sutras, which attribute a

set of qualities to a number or a group of numbers. The ancient Hindu

scientists (Rishis) of Bharat in 16 Sutras (Phrases) and 120 words

laid down simple steps for solving all mathematical problems in easy

to follow 2 or 3 steps.

Vedic Mental or one or two line methods can be used effectively for

solving divisions, reciprocals, factorisation, HCF, squares and

square roots, cubes and cube roots, algebraic equations, multiple

simultaneous equations, quadratic equations, cubic equations, bi-

quadratic equations, higher degree equations, differential calculus,

Partial fractions, Integrations, Pythogorus theoram, Apollonius

Theoram, Analytical Conics and so on.

 

 

Sincerely

Sikka

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