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Written by Webmaster
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Friday, 23 March 2012 06:17 |
The Power of Vedic Maths
Vedic Maths Learning and Teaching is our motto. On this website you would find resources for Teachers, parents and CAT/ MBA aspirants. On this page you would find downloadbale e-books, pdfs, downloadable materials and number of articles related with vedic maths. You would be able to see a lot tricks, techniques and application of vedic math.
Check- Left Hand panel - for Teachers Training courses on Vedic Maths
Next Batch Starts from 15th June 2013
Next Batch Starts from 22nd June 2013
In 1998 when Mr. Pradeep Kumar (alumnus IIM Bangalore) started working on Vedic Maths, it was a little known subject and everybody who came to know about his decision discouraged him. At that point of time he felt that the vedic maths is incoherent. You had so many pearls around but all those pearls needed to be arranged in a way to form a necklace. In other words Vedic Maths needed to be arranged in a systematic way so that trainers can teach it and derive results.
Today, Magical Methods has made Vedic Maths teaching a systematic one, which delivers result. We train trainers for teaching class UKG- 1 (6 - 7 years), Class II - V (8 years to 11 years), Class VII - X (12 years to 15 years) and Advance Levels for teaching students preparing for for competitive examination. You can even apply Vedic Maths in dividing a very large number by another large number. In the video tutorial below you can see how vedic maths has been utilized to solve large division in seconds.
24 Digit Number Divided by 24 Digit Number
Click Here to register & access Free Vedic Maths Videos & Research Paper |
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Last Updated on Thursday, 16 May 2013 10:58 |
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Finding Square of an adjacent number: One up |
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Written by Pradeep Kumar
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Sunday, 17 April 2011 20:12 |
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You know the squares of 30, 40, 50, 60 etc. but if you are required to calculate square of 31 or say 61 then you will scribble on paper and try to answer the question. Can it be done mentally? Some of you will say may be and some of you will say may not be. But if I give you a formula then all of you will say, yes! it can be. What is that formula…..
The formula is simple and the application is simpler.
Say you know 602 = 3600
Then 612 will be given by the following
612 = 602 + (60 + 61) = 3600 + 121 = 3721
or Say you know 252 = 625 then
262 = 625 + (25 + 26) = 676
Like above, you can find out square of a number that is one less than the number whose square is known. In this I have utilized the Base Technique of Vedic Maths. You can use this technique to find the square of anumber which is one more than the square of a known number.
Author:
Mr. Pradeep Kumar is an avid researcher and a remarkable trainer. He has over 20 years experience in industry. His work on Indian Mathematics (Vedic Maths) is most referred work across the country. He trains teachers to teach maths to children through games. He applies Vedic Math priciples and Games to bring desired improvement in students. Hundreds of schools and thousands of teachers teaches children using his methodology. Magical Methods has grown from a small entity to a behemoth under him. Magical Methods
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Last Updated on Thursday, 02 May 2013 09:33 |
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Written by Webmaster
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Wednesday, 30 June 2010 20:51 |
Vedic Maths--Free Downloads
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Particulars
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FREE DOWNLOADS
Its in .pdf format. Unzip it & view it using Adobe Acrobat reader.
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Video showing Mr. Pradeep Kumar Dividing 24 digit number by another 24 digit number in less than 30 seconds. |
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About the creator of Vedic Mathematics |
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What Media Says? |
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FREE Vedic Mathematics |
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An Introductory Course on Vedic Mathematics |
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Research on effectiveness of Vedic Mathematics by Annapurna Indukuri (California, USA)
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What is the difference between Vedic Mathematics and Abacus? |
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CAT/ GMAT: How to prepare for QA & DI ? |
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What is Intelligent Guessing ? |
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| Applications of Vedic Mathematics in Software |
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A High Speed and Efficient Method of Elliptic Curve Encryption Using Ancient Indian Vedic Mathematics by Himanshu Thapliyal
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High Speed Squarer by Chandra Mohan Umapathy |
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Vedic Algorithms in Digital Signal Processing by Purushottam D. Chidgupkar and Mangesh T. Karad
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Teaching Vedic Mathematics
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How to Start a Training Business
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How to Remove Finger Counting Habit? |
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How to improve performance of your children in maths? |
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Learn to Teach Vedic Maths |
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Last Updated on Tuesday, 30 April 2013 21:17 |
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