Using the method of Vedic Maths we can easily get square of any number that is close to 50 in just few seconds with oral calculation. This is very useful in competitive exams:

Let the Number be X = 46

Find the Difference between X and 50 (As a base Number)

so we Get,

50 - 46 = 4 --------- ( Lets it A)

Now, We go Through 2 Fast Steps i.e;

__Step 1 __– If the original number (X) is greater then 50 then Add the number 25 to (A) , Else if the original number (X) is smaller then 50 then subtract the number 25 to (A)

In this case our (X) i.e. 46 is smaller then 50 so we substract

Subtract Difference With 25 i.e;

25 - 4 = 21 ---------- (Lets call it B )

__Step 2__ – Square the (A)

Now just Write (B) and (C) Next to each other – 2116 Which is our Answer

Let the Number be X = 57

Find the Difference between X and 50 (As a base Number)

so we Get,

57 - 50 = 7 --------- ( Lets it A)

Now, We go Through 2 Fast Steps i.e;

__Step 1 __– If the original number (X) is greater then 50 then Add the number 25 to (A) , Else if the original number (X) is smaller then 50 then subtract the number 25 to (A)

In this case our (X) i.e. 57 is bigger then 50 so we Add

Adding (A) With 25 i.e;

25 + 7 = 32 ---------- (Lets call it B )

__Step 2__ – Square the (A)

Now just Write (B) and (C) Next to each other – 3249 Which is our Answer

**Now Its your turn to practice calculating square of similar numbers and ask us any doubts you have in the comments section below.**

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Thanks

Time is precious then money

Keep yourself busy beacous time is precious

Only heilpfull for nearly 50 no. But not for all

Nice

Really tooo gud

Rrb.

Really good.....!but wat is limit for difference?

IT IS WONDERFUL . THANK YOU VEDIC MATH FOR THE TRICK.

It is awesome

This app is so much helpful for the students

ππππππππnice app

good , give some more these type of tricks

Awesome trick really very helpfulβΊπ

Excellent work tips with good examples

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