There are sixteen principles or formulas known as Sultra in the processes of Vedic math which found its origins in India. How to do Vedic math is about applying simple patterns to solve math problems even in your mind. The method is a system using 'vertically and crosswise' for problem solving.
Doing math problems is the downfall of a great many individuals especially when it comes to fractions. The beginning concepts of the vedic math system will be explained briefly here. This is about working across the numbers and working the numbers vertically.
To begin here is a basic method that makes subtracting any numbers from 100, 1000, 10, 000, 100, 000 and so on extremely simple to do in your head and almost impossible to make a mistake. This formula is simply to subtract all the numbers from 9 and the last from 10.
To make it a little clearer: 1000 - 888 = you will first take 8 from 9 which is 1, 8 from 9 which is 1 and then 8 from 10 which is 2 so theresult is 112. 1000 - 274 = you take 9 minus each number and the last number use 10. 9 - 2 = 7, 9 - 7 = 2, 10 - 4 = 6 so the result is 726.
When you want to use vedic methods to multiply you will be using the 'vertically and crosswire' technique doing a crisscross pattern. With vedic there will not be a need to learn the multiplication tables any further than fives. Doing the multiplication you will use the crisscross pattern and then vertical multiplication of the simple answers. The base number is ten. For the first position of the answer you will need to use the numbers away from 10 then the answers are subtracted from the numbers being multiplied. That is the number in the first position of the answer and then multiply the numbers away from 10 from both the numbers being multiplied and that is the second position of your answer. Example: 8 x 7 = would be 10 - 8 = 2 using the 8 and 2. Then 10 - 7 = 3 using the 7 and 3. Then crisscross: 8 - 3 = 5 or 7 - 2 = 5 so the first number is 5. Now vertically: 2 x 3 = 6 then the second number is 6. The answer is 56.
Just two little samples of how Vedic math works. It is about learning the formulas and practicing the techniques. - 30301
Doing math problems is the downfall of a great many individuals especially when it comes to fractions. The beginning concepts of the vedic math system will be explained briefly here. This is about working across the numbers and working the numbers vertically.
To begin here is a basic method that makes subtracting any numbers from 100, 1000, 10, 000, 100, 000 and so on extremely simple to do in your head and almost impossible to make a mistake. This formula is simply to subtract all the numbers from 9 and the last from 10.
To make it a little clearer: 1000 - 888 = you will first take 8 from 9 which is 1, 8 from 9 which is 1 and then 8 from 10 which is 2 so theresult is 112. 1000 - 274 = you take 9 minus each number and the last number use 10. 9 - 2 = 7, 9 - 7 = 2, 10 - 4 = 6 so the result is 726.
When you want to use vedic methods to multiply you will be using the 'vertically and crosswire' technique doing a crisscross pattern. With vedic there will not be a need to learn the multiplication tables any further than fives. Doing the multiplication you will use the crisscross pattern and then vertical multiplication of the simple answers. The base number is ten. For the first position of the answer you will need to use the numbers away from 10 then the answers are subtracted from the numbers being multiplied. That is the number in the first position of the answer and then multiply the numbers away from 10 from both the numbers being multiplied and that is the second position of your answer. Example: 8 x 7 = would be 10 - 8 = 2 using the 8 and 2. Then 10 - 7 = 3 using the 7 and 3. Then crisscross: 8 - 3 = 5 or 7 - 2 = 5 so the first number is 5. Now vertically: 2 x 3 = 6 then the second number is 6. The answer is 56.
Just two little samples of how Vedic math works. It is about learning the formulas and practicing the techniques. - 30301
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