16 SUTRAS OF VEDIC MATHEMATICS. The sixteen sutras of VEDIC MATHEMATICS. Sutras 1 Ekadhikina Purvena COROLLARY. Vedic Mathematics provides principles of high speed multiplication. discussed 16 Vedic Mathematics Sutra which can be used to increase. Sutras 1 Ekadhikina Purvena COROLLARY: Anurupyena Meaning: By one more than the previous one 2 Nikhilam Navatashcaramam.

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By the completion or non completion. Take the nearest higher multiple of Shunyam Saamyasamuccaye When the sum is the same that sum is zero.

The nearest power of 10 to 98 is This Sutra means matns addition and by subtraction’. Since is 3 more than basewe call 3 as the surplus.

Now here’s a twist. It means in this context: Here the last digit is 9. Learn Vedic Maths sutras, Solve difficult calculations mentally and instantaneously.

Thanks for Visiting Our Blog. Puranapuranabyham By the completion or non-completion 9.

Solve the following expressions into factors by using appropriate sutras: The upa-Sutra ‘ Anurupyena ‘ means ‘ proportionality ‘ or ‘ similarly ‘.


Paraavartya Yojayet Transpose and adjust 5.

Sankalana-vyavakalanabhyam By addition and by subtraction 8. We write the last digit in the numerator as 1 and follow the steps leftwards.

Sixteen Sutras of Vedic Mathematics

It is intended for the purpose of verifying the correctness of obtained answers in multiplications, divisions and factorizations. Then N1 X N2 can be represented as: Append the results from step 4 and 5 to get the result.

We represent it as Solve 58 x Anurupye Shunyamanyat If one is in ratio, the other is zero 7. The only difference is the positive deviation. Therefore 2 is the multiplier for the conversion.

Easy Vedic Maths ™: Sixteen ( 16 ) Sutras of Vedic Mathematics

Gunitasamuchyah The product of the sum is equal to the sum of the product This is a homogeneous equation of second degree in three variables x, y, z. Hence in our case, the base has 2 zeros and hence sqaure of 2 is 04 and not just 4. This is the left side of our answer!!. So the product of deviations becomes negative. So the right hand side of the answer obtained will therefore have to be subtracted.

In this case it is Increase the given number by surplus i. We use this sutra to multiply some numbers vertically and crosswise. The remaining digits of the numbers should be identical. Therefore, let us take as our base. It can be applied sutdas solving a special type of simultaneous equations where the x – coefficients and the y – coefficients are found interchanged.


We have to append and This is done because, we need to consider two digits in deviation as it the base has two zeros. Vyashtisamanstih Vdic and Whole Let us work another problem by placing the carried sutdas digits under the first row and proceed. This Sutra is highly useful to find products of two numbers when both of them are near the Common bases like 50, 60, etc multiples of powers of All from 9 and the last from If one is the ratio, the other is zero.

Ekanyunena Purvena By one less than the previous one