Vedic Mathematics is Ancient Indian system taken from “Atharva Veda”. This system is based on Sutras and Sub-Sutras which provide simplest, easiest, superfast and mental techniques to solve any mathematical problem. This system has been adopted globally by many institutions to teach mathematic. This system provides such techniques by using which brain and memory becomes sharp automatically. Vedic Mathematics deals in almost every branch of mathematics and provides an unconventional but simple approach to learn mathematics.
What is high speed Vedic Math's?
High speed Vedic mathematics is superfast way of calculation whereby you can do supposedly complex calculations like 1008*1012, 852*1139 etc, in less than five seconds. It is highly beneficial for school and college students and students who are appearing for their entrance examinations.
High speed Vedic Mathematics is traditional systematic, simplified and unified system for calculations. It is a mental tool for calculation that encourages the development and use of intuition and innovation, while giving the student a lot of flexibility, fun and satisfaction.
Therefore it’s direct and easy to implementation in schools a reason behind its enormous popularity among academicians and students.
It compliments the mathematics curriculum conventionally tough in schools by acting as a powerful checking tool and goes to save precious time in examinations.
There are just 16 sutras or word formulae which solve all known mathematical problems in the branches of arithmetic, algebra, geometry and calculus. They are easy to understand, easy to apply and easy to remember.
High speed Vedic Mathematics was founded by Swami Sri Bharati Krishna Tiratha ji Maharaja who was the Sankaracharya ( Monk of the highest order) of Govardhan Matha in puri. They are called “Vedic” as because the sutras are said to be counted in the Atharva Veda a branch a branch of mathematics and engineering in the Ancient Indian Scriptures.
Sunant Grover is renowned Vedic Mathematics and Learning Skills Trainer.
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