Is Vedic math recognised?

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Vedic Math is a system of mental math techniques that was originally developed in ancient India. While it is not recognized as a formal branch of mathematics by most educational institutions, Vedic Math has gained popularity as a way to improve mental math skills and increase speed and accuracy in ca...
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Vedic Math is a system of mental math techniques that was originally developed in ancient India. While it is not recognized as a formal branch of mathematics by most educational institutions, Vedic Math has gained popularity as a way to improve mental math skills and increase speed and accuracy in calculations. read less
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The Govt. is supposing to introduce Vedic Maths in school education (curriculum) - Is it right or wrong?
If you check CBSE Class 8th Mathematics Text book. They have concepts that make use of Vedic Maths Methods. Ministry of HRD and Those who develop curriculum for CBSE already worked on this.
Genius Abacus and Vedic Maths
Thanks to all for sparing their time and responding to my query. We have recently shifted to Noida. In case anyone knows a Vedic maths center near sector-50 where she can learn the technique it will be really helpful.
With due respect to all the vedic maths teachers and academies, the class taker shall not be under any false impression that vedic maths will help speed up calculations. Calculations can be speeded up...
Meenakshi

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With Vedic tricks and Methods, do the following questions. There are specific Sutras for each of the questions.
4759 + 352 =? 10000 – 6182 =? 106 x 102 = ? 91 X 103 = ? 52 X 43 = ? 364 X 712 = ? 8756439 X 9999999 = ? 2476 X 8124 =? 76493 ÷ 63 =? 91354 ÷ 521 = ? 83152 ÷ 62719 = ?


Vedic Math Division: Case 4
14 23 2 9 9 :8 9 5 3 3 3 1 3 -4 -21 -23 -15 -12 28 18 16 3 27 4 5 3 3 5 6 ...
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Ajinkya Anant Jawalkar

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Vedic Math Division: Case 3
7 25 3 8 :2 0 0 0 7 4 8 11 7 7 7 -21 -14 -63 -42 -21 42 22 74 49 28 49 28 3 2 9 6 3 6 3 ...
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Ajinkya Anant Jawalkar

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How to find multiplication of any number by 11
Suppose multiply 45 x 11 Easy way to multiply by 11 is write first figure | ( Add first figure and last figure) | write last figure 45 x 11 = 4 | ( 4+ 5 ) | 5 = 495

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