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Does Vedic maths make mathematical calculations easy and simple? How?

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Yes, by using shortcuts and mental strategies for quicker, simpler solutions.
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Why is Vedic Maths so popular?
it save time as it has lot of short tricks to solve the problems quickly and accurately
Rajesh
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
What is Binomial Theoram.. What is its use in real life?
Binomial theorem is useful method in expanding the power (a+b)^n in to the sums. It is useful in nations economic prediction.Economists used binomial theorem to count probabilities that depend on numerous...
Venkat
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How will you solve the pi value? Explain please.
Kindly refer to this site :- http://www.vedicmaths.org/introduction/the-vedic-numerical-code-and-pi
Genius Abacus and Vedic Maths
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Related Lessons

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

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 Mathematics for finding square of a number whose unit place carries 5
As we learned from my previous lesson i,e; (In case of two 2-digited numbers whose digits in 10's place are same and sum of the digits in unit places is 10 For example:- 38 and 32 (10's place digits...
N

Naimish K.

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Hi i am a tutor
hi i am maths tutor

IMPORTANT RULES OF EXPONENTS
What are the 8 Laws of Exponents? Zero Exponent Law: a0 = 1. Identity Exponent Law: a1 = a. Product Law: am × an = a. m+n Quotient Law: am/an = a. m-n Negative Exponents Law: a-m = 1/a....

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