Find Squares of 3-DIGIT NUMBERS in 5 Seconds

Shortcuts to do calculations mentally, useful for developing numerical aptitude and for success in competitive examinations....watch this video to learn how we can find the squares of 3-digit numbers easily in 5 seconds.....MUST WATCH VIDEO FOR ALL COMPETITIONS.....and also for small children..... See more videos at:
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[@aniketjoshi7817]

To calculate Square of 679 we should know the square of 79. so how we can remember square of 79. I know squares upto 30. not more than that..

[@pradnyagiramkar2171]

Square trick bhi hai 79 -4981 left last one digit and add 7*9*2. =6241 ans

[@zaid.ann177]

Watch his another video

[@justcallhoward]

What an excellent video. I was shocked to see the beautiful simplicity of your solution to what have been up to now, very difficult equations for me. Thank you for helping me to see a new approach to solving these problems.

[@amantaluja6569]

Thank you sir. You have helped me in enhancing my calculations.

[@ashmeybabu4594]

Thank you so much sir. Your class cleared my all doubts.

[@suryaviswamk6734]

Thank you so much sir such a simple and easy technique......

[@vanimalathesha4462]

You are explaining bit by bit Sir
Very easy and interesting to learn
I'm watching all your videos

[@ViejoFeo56]

Had a hard time starting but when i did it became simple in mental application!

[@KarunaPreetiBaraKaku]

This is an impeccable method sir,
Thankyou, even the trickiest squares of 3digit are coming with this.

[@madanransure3868]

Really nicely simplified square calculation.

[@kumarragendra2160]

I m enjoying mathematics sir in your video however I practice homeopathic medicine but your videos attract me to watch

[@sureshaggarwal]

Thanks

[@brajmohanparashar6828]

Yes I to sir

[@sagarsinghania6532]

Sir zindabad

[@SonamSingh-os7tq]

Very helpful Sir.

[@karimazizi9593]

It's very nice and useful.

[@latestsongsadda3309]

thank you sir it was very helpfull

[@raunaqchowdhury1242]

this video is amazing, when i show it to my classmates, they think im some super genius. thanks so much

[@pragnarayala1340]

Thankyou so much sir🙏 i am a mathsphobic student.but ur teaching made to understand very easily😊

[@riyasrivastava6178]

Mind blowing sir🙌

[@saileshsingh5783]

Very easy procedure

[@sujatafegade8026]

Thanks for this trick Sir ❤🌹🌹

[@RainWAYONYT]

Thanks Sir

[@nishantsharma3470]

You are really a genius sir your videos are very helpful

[@ranjitmandal0909]

Great sir

[@rajrao3410]

Awesome

[@ThePrince9953]

Very helpful sir

[@yvsreddy2963]

Good job sir

[@ibraarkashim]

Thank u sir

[@Pranjit12311]

It is a fruitful trick 🙏🙏🙏🙏

[@shrutipathak5880]

The trick is mind blowing and easy too

[@sureshaggarwal]

Thanks a lot

[@goldeysingh7737]

Please find 687 square with this method

[@vijayansentamilselvan8818]

Same method.. 1.square 87 using (a+b)²=7569.. 2.then further 2*6*87(ans 1044)+ carrier (75) u got in 1st step(1044+75) 3.a²(36) soln +add carrier (11).. ans 471969

[@sanithkumarkotte7411]

Sir,what if more than 2 digits r formed in squaring d first number??

[@anonymousone3024]

That's never possible

[@bandarumanasa2695]

same like that can you do the square of 652

[@knightshivam6745]

RS agrval ka trick hai n sir sq. N sq root cube root ka

[@mvjmr7892]

But it is get complicated when last two digits are more than our mind calculation approach sucha as76,58,89

[@bhartichoudhary4027]

Search for vedic maths for squaring 2 digits ... There is a very easy method

[@johnny1483]

Nice video.

[@arideepdas5159]

Why we take three digit in middle in case of 922 square.i can not under stand.

[@prajesh4912]

Sir please clarify that my dout (786)2=

[@govindaraju3167]

Sir in 421 middle no come 168 u take 2 digit .but in case 922 u take 3 digit no why ,i dont understood plz explain ?

[@dancingqueenaru1914]

Pls solve square of 724 with this technique

[@ravichandrachandra233]

Your teaching is excellent sir. Sir please make vedio on railway related question. Please sir

[@hemanthnadhvinnakota281]

Sir while calculating 758 square if i take a=7 and b=58 i am getting answer but if i take a=75 b=8 then i am facing issue. I would like to request you that please clarify on this.

[@shailjadwivedi7241]

You don't have to take a =75 because by this technique you have to take only 100th number not both hundredth and tens number

[@ayvenray1427]

What about with 353 I have done this formula and got them right but when I took a calculator to check my answer for 353, the actual answer was weird

[@sarikaagarwal8746]

How to calculate square of digits above 30

[@bankingadda2381]

Sir what about 176 sq??

[@prajesh4912]

86×86=7396 digitals how

[@dineshaddala2339]

If we consider X32 - X99 where X varies from 1 to 9. This won't be possible.

[@jithendrasaiaddala9818]

Yeahhhh👍🏻👍🏻👍🏻👍🏻

[@qualityu4310]

you are wrong, it is possible!

[@dineshaddala2339]

@@qualityu4310 If you don't mind, Can you give us clear explanation on next video?

[@PJ-yt1sv]

How to find sq root of imperfect 3 digit number

[@nikhilbansal1931]

Sir you are great. I like all the videos thanks a lot

[@arun_nadigatla]

Please solve 976 with this model

[@irfaanfarhat2072]

These are easy numbers. Try harder like 256, 937 874 etc etc

[@subratapanda8319]

You are right ..... I also think so

[@user-zf8gy1yw1p]

exackly what i thinking

[@saipravalikapalasi8510]

Yeah actually I am searching for these numbers no one can explain tuffest numbers 😑

[@shortsstatus3439]

Sir it is not working in 603 cube root

[@radhikadutt3718]

Can anyone tell how to get 302 square with this formula becos i m not able to get by this trick

[@deepikakalaga8878]

this is awesome

[@thecurator4608]

Please let me know how would you find 162 square in 10 seconds

[@sureshaggarwal]

I cant do that in 10 seconds.....I will do it in 4 to 5 seconds only

[@abhilashkhajuria]

Waow sir I enjoyed it 👍

[@pradnyagiramkar2171]

U r genioues sir ...tysm

[@anoopsingh201BK]

Real video starts from 0:56

[@avijitmondal3130]

In 805 sir u said ...24!

[@himanshisharma5225]

Still Things become a little complicated with bigger numbers like 888!

[@rishikamathur9912]

:)

[@sweetyshining8613]

Great sir

[@shribalajitraders5834]

Thank you sir

[@ranjanaroy2401]

Thank u sir

[@meenakshimanhas4224]

Awesome

[@SE-et2uq]

Thank you sir