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Vedic Mathematics Sutras
The latest research in Vedic mathematics suggests that there are sixteen sutras which have been developed by thirteen additional sub-sutras or corollaries.
A brief discussion of each is in order.
The 16 Vedic mathematical sutras
1. “Ekadhikena Purvena” (By one more than the previous one)
The operation of the Sutra is quite simple. In the case of the vulgar fraction 1/19 whose denominator ends in 9, in the normal method 18 steps are necessary. But with this Sutra, it can be accomplished in one step. The actual calculations and steps are beyond the scope of this writing. This is just to show how easily we can apply Vedic mathematics to everyday calculations as well as solving complex equations.
2. “Nikhilam Navatascaramam Dasatah” (All from 9 and the last from 10)
This is a cryptic sutra for multiplying numbers. According to Vedic Math, multiplication tables are not necessary beyond 5 multiplied by 5. It is claimed that with this sutra, multiplication becomes child’s play.
3. “The Urdhva Tiryaghyam Sutra” (Vertical and transverse multiplications)
This is another Short Sutra for Multiplication
4. “Paravartya Yojayet” (Transpose and apply)
This Sutra is used to solve simple equations
5. “Sunyam Samyasamuccaye” i.e. if the Samuccaya is the same (on both sides of the equation, then) the Samuccaya is (equal to) zero
This Sutra is used to solve a special type of equations. “Samuccaya” is a technical term that has several meanings in different contexts. In fact, a single word taking on different meanings is the beauty of the Sanskrit text. At the same time, it is also confusing and confusing for those who are not fluent in the language. Looked at from different angles, Sanskrit is both a boon and a bane. Misunderstandings and misinterpretations are quite common among academics. When it comes to the scriptures, the meaning of the words becomes all the more important.
6. “(Anurupye) Sunyamanyat” (if one is related, the other is zero)
Some simultaneous equations may involve large numbers and therefore may seem difficult to solve, but due to certain ratios between the coefficients, they can be easily and easily solved using this Sutra.
The above three sutras are used to solve different types of quadratic equations.
This Sutra is used for squaring and cubing.
12. “Sesanyankanena Caramena”
14. “Ekanyunena Purvena”
The above sutras are used for different mathematical calculations in conjunction with other sutras.
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