vedic maths ss

8/7/2019 vedic maths ss

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Vedic Maths

Forget Maths Phobia

By:Divyansh HanuVII-

B


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Vedic Maths - a simplified

,systemic and unified calculation

tool

High speed vedic maths is a super fastway of calculations. It has 16 jaw-

dropping Sutras or formulae which cansolve all known mathematical problems.Itis highly beneficial for school and collegestudents.It gives them an edge with logicthat will help them to shine in studies.Itwas founded by Swami Sri BhartiKrishna Tirath Ji.They are called Vedicas they are contained in Atharva Veda.


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First Sutra

To perform subtraction sutra is all

from 9 and last from 10.For eg.

1000-357=643 . We subtract 3 & 5

from 9 & 7 from 10.

1 0 0 0 - 3 5 7

-9 -9 -10

=6 4 3


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Second Sutra

To perform multiplication the sutra is

Vertically and crosswise. For eg. for nos.

near 10

In 8 x 7, 8 is 2 below 10 & 7 is 3 below 10.8 2

x I

7 3

5 6,subtract crosswise either8-3or 7-2 and multiply vertically i.e. 2x3.


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Third Sutra

To perform multiplication the sutra isVertically and crosswise. For eg. fornos. near 100

88 x 98, 88 is 12 below 100 & 98 is 2below 100. 88 ; 12

x I

98 ; 2

86 24 , here subtracting

crosswise either 88-2 or 98-12=86 and12x2=24 i.e. multiply vertically . So88 x 98=8624


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Fourth Sutra

To perform multiplication the sutra is

Vertically and crosswise .For eg.

for nos. just over 100

103 x 104 = 10712,answer is in two

parts i.e. 107 & 12,here 107 is just

103 + 4 (or 104 + 3) , and 12 is just

3 x 4.


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Fifth Sutra

To square nos. that end in 5, Sutra is

By one more than the one before.

For eg. 752 = 5625 , here 752 means

75 x 75 and answer is in two parts:56

& 25. Last part is always 25 and first

part is first no. 7 multiplied by the no.

one more

i.e. 8,as such 7 x 8=

56.Hence 752 =56 25

7 x 8=56


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Sixth Sutra

To multiply nos. where first figures

are same & last figures add upto 10.

For eg. 32 x 38=1216. Multiply 3 by 4

(the next no. up) & we get 12first part

of answer. We multiply last figures:2 x

8 =16.

2 x 8=16

3 2 x 3 8 = 12 16

3 x 4=12


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Seventh Sutra

To multiply nos. in a simple & elegantpattern .For eg. 21 x 23=483. We useVERTICALLYANDCROSSWISE formula.

2 1

x2 3 x

4 8 3 , it has three steps , multiplyvertically on the left :2 x 2=4, first figure of

answer. ::Multiply crosswise & add:2 x 3 + 1x 2=8, middle figure of answer. Multiplyvertically on the right

: 1 x 3=3, last figure of answer.


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Eighth Sutra

To multiply a number by 11, if the no.

is two digit we put total of the two

figures between them. For eg.

26 x 11=286.

For a three digit no. like 234 x 11=

2574,we put 2 & 4 at the ends ,then

we add first pair 2 + 3 = 5, and weadd last pair 3 + 4 = 7.


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Ninth Sutra

To divide a two digit no. by 9, for eg.

23 / 9 =2 remainder5. The first

figure of 23 is 2 and this is the

answer. Remainder is just 2 & 3

added up.


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Benefits of Vedic Maths

It is a 10 to 15 times faster way to

calculate as compared to normal

maths.

It sharpens our mind and increases

mental agility & intelligence.

It improves academic performance.

It improves memory and boosts selfconfidence.

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vedic maths ss