Square roots in vedic maths | Speed Maths | Vedic Mathematics

'Vedic Mathematics' is the name given to the ancient system of mathematics. The system is based on 16 Vedic sutras or aphorisms, which are actually word-formulae describing natural ways of solving a whole range of mathematical problems. It is a unique technique of calculations based on simple rules and principles, with which any mathematical problem - be it arithmetic, algebra, geometry or trigonometry - can be solved.
Introduction
Additions
a. Dhashamshaha (Line Addition)
b. Vilokanam (Spark Addition)
Subtractions
a. All from 9 last from 10
b-Vinculum
c-Spark Subtraction
d-All from 9 last from 10 -Applications
Multiplications
a. Doubling concept
b. Halving concept
c. All from 9 last from 10
d-Multiplication by series of 1's
e-Urdhva Tiryagbhyam
g-Multiplication Tables upto 1000
f-Nikhilam Base Method
h-Balancing Technique
i-Antyayor Dasakepi
j-Multiplication by the Double digit numbers ending in 1's
Divisions
a. Nikhilam Method
b-Paravartya Method
c-Arthur Benjamin Method
d-Digital SumSquares
a. Squaring
b-Base Method of squaring
c-Duplex Method of squaring
Cubes
Square roots
Cube roots
Algebra
a. Simple Equations
b. Simple Equations by Sunyam Sutra
c. Multiplications of Binomials
d. Simultaneous Linear Equations
Squares
a. Squaring
b-Base Method of squaring
c-Duplex Method of squaring
Cubes
Square roots
Cube roots
Algebra
a. Simple Equations
b. Simple Equations by Sunyam Sutra
c. Multiplications of Binomials
d. Simultaneous Linear Equation
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[@surhudeshpande]

You got the last one wrong. The number 524 falls between 22² and 23³ (you've written 23² and 24²) and therefore the answer is 229 and not 239

[@Vstories07]

Thats true

[@chandu4254]

very nice teaching explanation is very good

[@rammurtisharma07]

Thank you sir. You are a very good teacher.

[@karimbhai5153]

Thank you so much for helping me to do this sum in other videos they does different types of calculation and methods also I thank for explain it clearly and easily sir thanks a lot

[@raginisharma1131]

52441 wala question wrong hai sir

[@pawsnpeekaboo]

The answer should be 229

[@harjitkaur6300]

Sir the last sum you solved is wrong the 524 comes between the square of 22 and 23.the real answer is 229

[@ZarinaAslam]

Since we r ignoring the 4th digit from left, applying this method will give errors as same answer recd if the number is 52441, 52431 or 52461 This is not error free

[@alexwells2231]

Only one of those numbers is a perfect square. The other two are not.

[@hemangimusale213]

Right and there is no need to find exact square root approximate will also be okay

[@theperpetuallyannoyed4074]

@@alexwells2231 yep but can u tell me if we follow the perfect sq method where a perfect square shud end with 1,2,4,6,0 and also the digital sum shud be 1,4,7,9 and all the other things 52461 still turns out to be a perfect square but is actually isnt

[@aayushjadhav360]

Sir please explain how to calculate square root by vedic maths whose number in unit's place is 0

[@babitagupta3508]

Sir 52441 question's solution is wrong.But your explanation is very well

[@krishnendubanerjee2]

I love your teaching.

[@NitishKumar-zb6ir]

Thank u sir for help 🙂😌😃

[@NitishKumar-zb6ir]

Thank you sir for the help

[@sujathadhondale3690]

This rule doesn't apply for num 9801... Can u explain

[@theperpetuallyannoyed4074]

it does. the unit digit is1 so sq rt wud end with 1 or 9 and 81(9x9) is the nearest n lesser sq number from 98 so 91 or 99 shud be one of the rt for this and since we need to multiply 9 with its successor number 10 so it is 90 and 98 is greater than 90 so the answer will be the greater number among the 2 options which is 99.

[@senthilkumarjayaraman8926]

Thank you sir

[@venkataramanbn2079]

for sq rt of 52441 the left 3 digit is less than 23 sq and more than 22 sq which is 484 and also g

[@alexwells2231]

He got it wrong it is 229

[@dr.manikandaprabunallasiva818]

Yes

[@hareesh8752]

Last problem sqare root of52441 ans is 229sir....ur done wrong check it

[@jishnu1013]

Very nice video My school failed to explain it

[@nammalwarthiruvengadam2925]

Square root of 52441 is not 239 but 229. This method is not fool proof method to find the square root of 6 digit numbers. There are a lot of 6 digit numbers where this method cannot be applicable .

[@ravikonathala1883]

Sir in root 1256 we got 3×4=12 is equal to 2nd digit

[@pavansai5044]

Sir for three digit number

[@racheralagowtham8724]

Sir you tie is soooooooooooo nice

[@pushpabisht5876]

Add more chapter.all the best to all

[@chandu4254]

root of 52441 value is 229 not 231 or 239

[@bayabiya8229]

You are a genious sir

[@umeshboda2831]

Sir, can you tell me about magic square as you taught us in iit classes IRIS WORLD SCHOOL

[@HydraChanduYT]

Great

[@aagamaagam5460]

How to find square root for 9 digit number

[@vamshikrishna578]

sir what about sqroot of 42296?? it''s neither 204 or 206 but answer lies in between these two numbers

[@Vwjnwkeokwk]

It is ok but what about decimal ....

[@jyothinaresh7855]

If left part and product are same means wat we should do sir plz tel me..

[@RakeshKumar-dd2ce]

Which will never occur

[@ushagarg6175]

That's good method

[@ravjeetkaur9824]

Awesome Teacher!!!

[@piyushagrawal1650]

Love you sirji 🤗❤️

[@kumud7563]

How to do for 289

[@sitaramarajusagi7334]

@ 14:08 answer for 52441 is or 231 but 229...

[@AdilKhan-zg7jy]

Sir how to find natural number square root ....please sir upload your video above it...As single number square 2 ,3,5,7,

[@pranavsai1227]

atul kumar I can tell you an approximate method Say u have a no 53 now write it as 52.99 and then do above method U can also take it as 53.01 and then try the above method and then do avg of both the answers

[@subhamthakre]

sir what is the square root of 234919......I followed your method and I got 483 as answer but actually it's wrong......so how do we do that???

[@nezuko80]

exectly-

[@leethiru342]

Sir how to memorize square root up to 100 using Vedic maths and also the cube root

[@death_parade]

WTF? The entire point of vedic maths is to ensure that you don't have to memorise square roots.

[@ghost-jb7ng]

@@death_parade hahahah

[@sunilsahu8840]

You are best... Sir

[@sweetyworld4259]

What if roots are not perfect square

[@vivekpandey5329]

Sir is this method is applicable for number 576 n 676

[@kishankewat9909]

Thnx sir..

[@user-tw1jo3de9q]

Sir last sum answer is wrong

[@pavansai5044]

Give me answer for √9604

[@iconicedits7486]

98

[@sanskarhavelia5385]

Sir but last some is wrong its answer is 229

[@tejaskhuba2009]

Sir, what is the sutra name we are using here?

[@pmsdevi5938]

Sir square root of 52441 is 229 but u thought 239. It's wrong sir

[@garvitgarg3460]

Sir 524 lies between 22 square and 23 sqaure

[@HarishKumar-mt6ol]

Yes

[@rishishukla8108]

You're right

[@pavithrakh8415]

Last one is wrong sir it is between 22^2 and 23^2 sir..

[@Jack-di6ji]

6:43 oh no

[@sameerkadam132]

52441 calculation is wrong. 524 falls between 22 &23 square

[@SanthoshKumar-xp6yj]

The last square root is a wrong one..please correct it

[@deepak-oe4nj]

22 multiply with 23 for last sum, not 23 multiply 24

[@pallavirageerkula9215]

Sir how we find square root of 6 digit number

[@PebblesKidsLearning]

Thanks for your comments. Share our channel to your friends.

[@ravioo7284]

Last one was.wrongly solved

[@sangitaaggarwal4204]

sir i could not understand this from anywhere else

[@b.ramappaboggitiramappa3963]

aa

[@vishalturukmane2028]

Doesnt work for imperfect

[@priyadawar1516]

We're interested in vedic maths teacher training course

[@pushkarpandey.5891]

Paida kha hua hai hindi me bol le .🤬🤬🤬🤬🤬

[@surojitchakma996]

hahaha. sorry sir your method is working

[@sonibisht1483]

Hindi mai bolo jyda e glidh mat bol vedic ke baare mai hi di msi bolo

[@ghost-jb7ng]

Hindi to thik se type karr le

[@savitasingh7201]

Bakvas 😄😄😄

[@kunalaneja6249]

Nice sir but change your shirt & tie

[@gamingwithshiva5971]

Nikalo tum pagal ho