HOW TO CALCULATE SQUARE ROOT OF A NUMBER | BEST 2SEC TRICK | SPEED MATHS TRICKS | SQUARE ROOT TRICK

[@chandanlogics]

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[@vamshiagunuri4406]

√1296 ... Meeru chepinatu chesthe vastale ga

[@janicedecena4903]

Thank you sir I've learned a lot..❤️❤️❤️

[@jyothijonag7214]

@@vamshiagunuri4406 vasthundi sir but equal ayete biggest number answer avunthundi

[@gurramchandrashaker2462]

Sir ICET for ts stae course undda

[@thupalideepika4626]

@@gurramchandrashaker2462 undi brother 4000thujand meru a state

[@gokulganesh7053]

One additional thing, if the result of multiplication is equal to the first two digit, then go for the higher last digit. Eg: sq( 1296) , last digit is either 4/6, square close to 12 is 9 and sqrt is 3. Next step 3×4 =12 which is neither less nor big. So we go for the highest last digit which is 6. So answer will be 36.

[@VarunChaitanya-r5k]

❤

[@thaheramunnishaik1857]

U r right

[@BADBOY-817yt]

Great

[@anummaqbool5461]

Thanks to mention it

[@joemifsud981]

Correct. But, here you are using another method when the multiplication is equal to the first two digits. So here, you are using a general method when the result of the multiplication is less or more than the first two digits and a special method when the result of the multiplication is equal to the first two digits. You are burdening your mind with two methods when one method would suffice. Try it for simple perfect squares like 121, 144, 169, 225, 256, 289.. ...and as you know the answer before you work it out you'll easily see why one method is enough........or for 100! Remember, for those sitting for exams, with some 9 subjects to go through quickly AND ACCURATELY, it is wiser to use one method when it works in all cases. AS LONG AS ONE UNDERSTANDS WHAT'S HAPPENING.

[@pratimakanadia2203]

Chandan you are fantastic teacher. I am 76 and watching your channel it reminds me of my school days. I am so glad to find your channel you explained it so well couple of times with patience. I really enjoyed your class. Thanks for your efforts 🙏 uk.

[@AdnanKhan-tk5nd]

Understanding square root questions was the most troublesome for me ,I watched many videos regarding it but all in Vain ,this teacher has made me surprised by his eloquent method marked with comprehensive delivery of lecture

[@blackqueen.-pu2ou]

❤

[@prathibasuvarna8464]

Sir, loved your class, im a senior citizen, loved maths in school days. Such classes r a boon to maths lovers. And u r so clear and and gave so many examples. God Bless U

[@jimmydavis9639]

Im 51/2 years old and have been doing this shit for around 2 years now and finally starting to get a grasp of it. Hell my friend is 6 years old and been doing Algebra ll in his second grade class. Hes real smart, jumped right up to the second grade right outta kindergarten! 😮

[@ushasubhash542]

I am 68 old banker. ButI teach all children also. The Way of approach to find a solution as u explained is very easy nd admirable. I will follow you

[@Sir_JERSON]

your the best math teacher for me im a filipino but i truly appreciate your effort to share ,im a math major and im teaching for 7 years i will always treasure this wisdom God bless i will tell my class about your video very inspiring

[@Hosanna-Desire-Of-christ]

Good sir...

[@2k_lovely_kid_]

Aaasome super brother

[@myintsein3549]

Thanks . I'm 76 years old. Your maths help me to stimulate brain power. You are excellent teacher. Explained very clear and precise with passionately. Viewer from UK (London). God blessed.

[@vinayraj3526]

hii

[@CecilLagarde]

WATCHING FROM PHILIPPINES. THANK YOU SO MUCH. I LOVE IT. AND I LOVE THE WAY YOU EXPLAIN. I'VE LEARNED SO MUCH.

[@thatapudisrikanth5335]

Excellent sir proud to be feeling sir

[@ALONE-Bets]

Yeah he has huge knowledge

[@siridaruri8499]

Good explanation

[@SathishKumar-dy8hv]

Hi I am in india

[@urfamily1st]

I really appreciate your efforts

[@elainelagape526]

OMG‼️😱watching from Philippines. Thankyou so much sir ! It helps me a lot ! You deserve a lot of subscribers! ♥️

[@SpkVlog17]

Genius of mathematics sir Chandan Logics 🙏🙏🙏🔥🔥🔥

[@thekadargroup6177]

❤❤LOVE FROM❤❤ RAJASTHAN ALL SOUTH TEACHERS AND STUDENTS

[@vijaydot2910]

Love from hyderabad marwadi people's 😚

[@pivottube4182]

I'm from India not from south

[@venkannalavudya266]

Love you 💗🤗 too bro ... From Hyderabad

[@chandrasekhar-vl7yt]

Tq u bro

[@ramuyadav39]

​@@vijaydot2910😂😂😂

[@davidbrown7142]

One extra detail the host could have mentioned in this video in relation to perfect squares ending in 5 is that all such perfect squares will also end in 25, 25=5^2, 225=15^2, 625=25^2, 1225=35^2, 2025=45^2, 3025=55^2, 4225=65^2, etc

[@bhalusingh123]

Yea bro it also has a Vedic trick Those numbers ending with 5 the square can be found in. 3 sec All you have to do is just multiply the first number expect 5 By its consecutive number and then multiply 5 by 5 which is 25 always. For e.g-75²=7×8. Which is 56and 5×5 25 I.e. 5625 another e.g. is 85²=8×9 7225

[@stacieball977]

Super helpful, thanks!

[@singh_piyushrajsingh454]

But How can I identify the number is perfect square or not 2304 is perfect square and 8156 is not perfect square

[@jenil8719]

Square root of 1125 please details

[@davidbrown7142]

@jenil8719 as 1125 is not a perfect square (the first 2 digits can't be obtained by the formula n(n+1)) the trick for finding the square root of numbers ending in 25 will not work here. The answer is approx 33.54

[@benehiemere9947]

How I wish every problem in maths has this type of formula,I would have being a Professor in maths. Many thanks!

[@omkarsanap5455]

Sir ,aapne saalo ki samasya solve kar di thank you so muchhhhhhh

[@sivanshsatpathy9821]

I knew this except for the last step ... thank god I saw this now I don't need to do extra useless calculations ... thanks macha

[@johnykj30]

thanks , I am 77 years old. your class is apprecited..Johny K J . Kochi.

[@ezeaubre4269]

Excellent tutorial. Math has always been my favorite subject in school. I wish I had you for all of my math classes. I probably would have majored in math in college. Your presentation made a difficult exercise seem easy. Thank you.

[@indirachokshi9890]

Maths Mathematica. Mathes 🎉😊

[@dhyanravi41]

Who and all watching in 2024 ❤

[@jaladankisuresh9606]

Me

[@shivaittili]

me

[@annavarapuramanaiah2097]

Me

[@Bestblox_F.F.O.T]

Me

[@smcnarzaricreation7822]

Me

[@krishnarao3768]

EXCELLENT tutorial with so many examples!

[@LeviAckerman-zy1le]

Thank you sir, we need more teachers like you

[@frogmanant]

Thank you for the best maths video I have seen. I am 75, & I haven't seen anyone doing mental arithmetic like you do since my school days, it was delightful.

[@AaryanPeter]

Thanks for explaining so clearly to help my son

[@sarithareddy126]

Hi sir... Ur way of explaining is very nice... It is useful to us.... Tq so much for ur effort to explanation... I understood very well🤝

[@NestaVision2007]

You have me addicted...clearly a person should have a foundational grasp of basic math - if they do, it will only take a little repetition to pick this up...almost there (from Houston)

[@charantej6165]

The way of your explanation is simply superb sir 💯💯

[@nagarajahshiremagalore226]

Excellently explained the three step process to find the squreroot of a perfect square. Thanks.

[@DhuminSherpa]

Thank you so much sir!!!! I'm really happy with your teaching skill 😊💚💜💙🤎❤️💛🏆

[@nlight8769]

Bravo, few quick tricks and repeat, repeat, repeat, repeat, repeat. Very effective, thank you very much

[@edayswithdom]

This video is incredible. Thank you so much for this!

[@gummasiva3897]

The best maths teacher ❤

[@bandhuhimajwala2996]

Helped a lot sir, Thank you!!

[@sudhanshu2518]

Hi, watching from singapore this is fabulous

[@gregnixon1296]

Knowing that perfect squares do not end with 2, 3, 7, or 8 is stellar info.

[@syedali9472]

It's so good sir your explanation specially in English

[@raghaa]

Wish I had seen math like this 20 years ago. Math is mostly taught as prescriptive way with formulae. We should let kids look into math freely to see patterns and they will get the magic of math

[@chayadevir1745]

Super teaching. Even the weaker person will have interest if they teach in simple way.Thank u.

[@KNMS7DSAATHVIKASRISAATHVIKASRI]

Before I was struggling to find the square root , but now it is very easy to calculate ... thank you so much sir ...

[@esmenhamaire6398]

Excellent video! I was pretty good at mental arithmetic as a child, but I din't know such a neat strategy for finding square roots until now (I'm 65).Thank you!

[@khansvirtualdiary]

gajab video for aspirants!

[@SARARAJA17]

Excellent video

[@martinstaiger1813]

Many thanks for this explanation! It's fantastic and perfect in presentation!

[@godsgiftchimezie1768]

Thanks for making it very easy to comprehend.

[@ToonOfLancing]

This is the sort of skill we learned as children in the UK (I'm 76 now!) - a skill we've sadly lost in the age of ubiquitous electronic calculators.

[@JoyAzowue]

This is the best math trick I have ever seen😮😮

[@LittleFanstasy_17]

The best technique ever ❤

[@lynarchognimod9818]

Yay..i got perfect score to your next examples..thank you this is very useful🍓

[@ChandramowlyKondreddiBala]

k¡😮😅😮😅😅😮😮

[@Paripaashai]

Very very good method of Teaching. Congratulations Sir.

[@pradeepchopra7919]

It also helps if one knows or remembers the multiplication tables, say at least upto 30.

[@sakirhussain218]

yes

[@sakirhussain218]

thank you

[@RamaChandran-yu8vc]

Excellant method and teaching. Thank you

[@chandanlogics]

You're welcome! We are happy to hear that the classes are helpful to you. If you have any more questions or need assistance with anything, feel free to call us at 9676578793 or 9494558793

[@vipinkumar-ms2oo]

Sir Superb class. Thank you for uploading these kind of tricks videos.

[@seemapal-9999]

Dhanyvad sir ji

[@danstark462]

Best short I've ever seen and it was free. Thanks for the insight.

[@thomassicard3733]

LOVE the CORRECTLY WRITTEN 7s. If you don't put that slash through the vertical, you are FIRED.

[@sandepogusudheer5102]

What was the meaning of this comment bro????

[@durga5430]

I could have never solved these questions if not for you Sir! I am so lucky to have seen your videos Sir.

[@చిల్వేరితిరుపతయ్య]

Yes really....😊 it is very useful video for us...

[@mounikam7743]

Chandan sir always mass&unique🔥🥰😍🤩✨👍🏻🙌🏻

[@savita-senthilkumar572]

Tamil?

[@bhuvans5193]

Thu🤮

[@ramachandra4458]

@@bhuvans5193 this Mada sambrani is waste

[@innocencyike5630]

Thank you so much Sir. You are a genius.

[@lourdesmaryanitha2929]

Method is good for 4 digits. For bigger digits need to remember multiplication of larger numbers.

[@babydollandcomedy5079]

Can it be for 5 digit number?

[@geethamajji499]

Sir, excellent explanation, I really like your of teaching.. Thank you so much sir ..your videos help me a lot

[@karimullaayaan]

It's wonderful class. Ur way of attitude to teach great

[@nisarkermali132]

Superb explanation. Very knowledgeable teacher. Thank you very much from Dubai

[@chandanagarwal-zw1cw]

thank you sir it helped me so much , especially before my final exam . and also noticed that numbers ending with double 00 are perfect sqaures whereas ending with single 0 are non - perfect .

[@Habeeba.yousuf]

Thank you... This is really a good one.. Time saving...

[@annnyaga3536]

Wonderful tutor!🇰🇪

[@anilkumarn0541]

Fantastic tips sir this is very easiest concept between finding forfect squeroot no and this simpal way reached my heart thank you sir

[@କାଳିଆଷେଣ୍ଢ]

Great Explanation🔥🔥 Thanks for sharing

[@chandanlogics]

#SHARE_CL To All Your Friends

[@NichtakoTako]

Loved ur teaching sir...

[@aradhya_rocks_778]

Thank you for helping for me thank you a lot sir❤

[@sanjeevyadav-o6b]

Sir what ee explaination superb love from andhra pradesh rayachoty 🎉🎉🎉🎉🎉

[@mikiokabe6689]

That was so interesting! Great way to solve! I love it.

[@rekhap3026]

Excellent and clear teaching technique thankyou 👍

[@venkatalakshmigollangi3026]

Thanks sir actually I am weak in square roots 😅 but when you told tricks i got full clarity in square roots thanks sir

[@gangadharsaragadam6562]

Square root of 5904 use the same trick 😂

[@AV_0718]

@@gangadharsaragadam6562 doesn't work men

[@gangadharsaragadam6562]

@@AV_0718 ohh really 😂😂 i already knew it man.

[@pushpkantyadav4524]

Use binomial theorem it works for any no

[@betterthanyou_7]

@@gangadharsaragadam6562clearly mentioned that its only for perfect square 😑

[@pc8271]

Much better trick for the last step: Just add the to the perfect square its square root. So, for last example, 55^2 = 3025, now add 55 to that, you get 3080. No need to start 55x56 from scratch.

[@naidu4566]

Nice trick

[@sahulmeeran8861]

Super trick. But it only applicable to ( the number × next number)

[@mekalamogili6852]

It's a wonderful and mind blowing trick sir....sir your explanation is very nice thankyou sir this video is helpful to me

[@peketivinay8426]

sir 2,3,7,8 vachinappudu yem cheyali

[@burarimahesh8744]

Telugu lo kuda cheppandi sir

[@not_your_dadda]

video starts at 1:12

[@MovieManiaHub-yz4wo]

😮 1:23

[@LucasAnthonyMeneseUgno]

Great teacher.appreciate much sir.

[@kirthikajayakumar1560]

Please explain for 676...we get 24 or 26 and to determine the 10's position 2 x 3 = 6. which number do I choose

[@sairajholkar7699]

676 is not a perfect square...So the trick is not applicable for this...

[@akhlesh314]

Sairaj Holkar, 676 is a perfect square. Multiply 26 by 26.

[@nammalwarthiruvengadam2925]

Possible roots of 676 are 24 and 26. In order to find the correct root we multiply 2 by it's next higher number 3 and get 6. When we compare 6 in 676 with 6, we find both are equal. When both are equal, always choose the bigger number between 24 and 26. Hence 26 is the correct answer. Another method: Find the square of middle number i.e. 25 . 25^2=625 When 676 is compared with 625, we know 676 is bigger than 625. Hence bigger number 26 is the correct answer.

[@ritvindermankoo2468]

Brilliant Sir!!! You are just amazing. Well done!!!

[@kanakalapraveen2463]

How to find out 1089

[@ChinmayMaddela]

√1089 last is 9 so step1:3 or 7 step2: 33 and 37 step3: 10*11=110 110>10 so 33

[@finoreynaldo8197]

Magnificent, its the best you can give our young students. Thanks for you great effort.

[@rasikavartak5893]

Sir, what about 1296?

[@reddyreddy9967]

36

[@cybercop975]

We cannot solve with this method. There will be decision making issue either 34 or 36

[@reddyreddy9967]

36

[@reddyreddy9967]

U can square both numbers

[@vijayalakshmigunasekaran220]

@@reddyreddy9967 2096

[@TheHonorableRD]

ఇది చాలా అద్భుతమైన వీడియో. మీ ముఖం చాలా సెక్సీగా ఉంది

[@thisisgangadhar]

Did you use English to telugu translator?

[@mohansatyavarapu6209]

I am confused here, with this example when I try to verify 2306 square root is 48.020 but as per this video the last digits ending with 0,1,4,5,6,9 are perfect square, likewise verfied few more 2309, 2305 etc.

[@manishavaishnav8575]

Even me in this numbers 6349, 6239

[@donfanfan7304]

You are right. I have the same problem for many numbers. Conclusion : the method is not bullet proof, too many exceptions.

[@vijayprasadk3791]

@@donfanfan7304 This method is applicable for perfect squares only

[@donfanfan7304]

@@vijayprasadk3791 1296 Result is 12 so wich one to choose between 34 an 36. 2596 How can you know it's a perfect square when the ending is 6. The root is 50.9 not 54 or 56. If you have another way to know a number is a perfect square please let me know.

[@hilalmohammad8718]

He told early its for only perfect square dear

[@mallikaannaya1240]

Thank u sir for ur teaching. Am under stand that. Am poor math's student

[@everythingbrain4960]

Sir everything is available in 8th class NCERT book😅😅😅😅😅

[@dasijoshna4733]

Mari meru passs ayyara 8 th class .... Meru chepparu and chayaru... Chesay and cheppayvalaku names pedatharu... C

[@vishalshaw8093]

This trick?

[@PatricJane-cc7qs]

Then why are you here kid

[@Jackworld8]

And so what?

[@johndsouza1015]

He is explained it so beautifully ..Great teacher..

[@ahbghab2535]

Thank you, thank you and thank you. I enjoyed every minute of your presentation. I honestly enjoyed it. Many thanks. From South Africa. 🙏

[@avulachandrasekharreddy4919]

Your explanation was easy sir

[@pranati06]

Tq so much sir, legends like me never understood this much easily thank you sir

[@manasabasantara3473]

Wow what a precious class, i have never seen such video sir love from odisha Bhubaneswar

[@adhavanpandiarajan5414]

Very very good and useful trick sir tq soo much. I understand very well sir

[@krishnarao3768]

WOW! THANKS for this genius technique!

[@allamravikumar1515]

It's very usefull for all the students

[@jayantasarkar103]

Mind blowing method. Most grateful 🙏🙏

[@kishorecoelho3186]

Excellent presentation.

[@veerannaavula4309]

Thank you sir this tricks very helpful to us thank you very much sir😊

[@PikachoPmeme]

Best lecture koi bakwass nahi only kaam ki cheej great sir