Learning to perform fast Vedic mathematical calculations
will help you immensely irrespective of which field of life you deal with. Knowing
the Vedic mathematical techniques will give you a positive edge over the
others. If you are a student and you face exams or interviews for a job then
you can use these techniques and tricks for a good result, and if you are
engineer or teacher, you must use these techniques. learning this quick Vedic
mathematical tricks and techniques is always going to benefit you.
For example,
let say you want to multiply 34*11. This can be calculated in less
than 1 second with the help of Vedic mathematical techniques. if you want to do
it traditionally, it will take you around 10 seconds. Isn’t it?
So let see how using Vedic mathematical
techniques, this calculation can be done in a just 1-2 seconds...
To multiply 34 and 11,
First you take the sum of digits from the
numbers other than 11.
That is 34. then
3+4=7
Now insert this 7 between 3 and 4 like as 374.
That is your answer.
34*11=374
some more
examples:
1) 62
* 11 = 6 (6+2) 2 = 682
2) 81
* 11 = 8 (8+1) 1 = 891
3) 72
* 11 = 7 (7+2) 2 = 792 etc...
With just a little bit of practice you can
easily use this Vedic mathematical techniques in the blink of an eye.
Now a day’s people wants everything very fast
from any way. If you are a teacher, then you think your student should complete
their exams and take a good position. for this you teach all tricks and
techniques to your student. From these Vedic mathematical techniques anyone
calculate any calculation in just 1-2 second and give a good performance.
It will give you smartness and sharpness and an
impressive personality also.
So these techniques play a very important role
in every person who wants a good future.
NOTE:
This rule only applies on 2 digits’ numbers
whose digit’s sum is less than or equal to 9.
Suppose it perfectly work on 54 because the sum
of 5+4=9, so the answer is 54*11=594.
But it will not work on 55 because the sum of
5+5=10 and if we put 10 between 55 then the answer will be incorrect.
Awesome post...
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