Non Perfect Square Root निकले केवल 2 सेकंड में | Vedic Maths

Vedic Maths Tricks are the best tricks to perform calculations like multiplication,addition,subtraction,division,square, square root, etc in no time.
Non Perfect Square Root Trick:
Suppose you have to find the value of √x
Now take two numbers(A and B) such that their sum or difference is equal to X, but make sure A is a perfect square.
(Smaller the value of B, more accurate will be the answer)
For example let's find the root of 250.
√250= √(256-6) [ 256 is square of 16]
Using the formula:
√(256-6) = √256- 6/2√256
=16-6/2×16 (√256=16)
=16-3/16
=16-0.1875
=15.8125
Now using calculator find the value of √250, it is
15.811383
Upto 2 decimal places it is exact
Let x be the number whose square root we want to compute (x is referred to as the radicand).
First, we find the perfect square closest to x. Let this number be y.
The square root of x is then computed to be x−−√=y√+x−y2∗y√
Note : This method provides finite precision, often to only two decimal places. Using the closest perfect square is the key to finding acceptable solutions.
Computing a) 66−−√ and b) 24−−√,
a) 64 is the closest perfect square.
66−−√=8+66−642∗8=8.125≈8.124038
b) 25 is the closest perfect square.
24−−√=5+24−252∗5=4.9≈4.898979
Hope You Like it!
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Thank You...

[@soumyajit_rakshit]

Hey, I just came across numerous comments claiming the method is not applicable for all numbers. It is- just some conditions needed. I have a solution, Their are two must be followed criterias for this rule: • *x >> y* • *larger number, more perfect value* Because, If, √(x+y) ≈ √x + y/(2√x) => x+y ≈ x + y²/4x + y Here we get an extra term in the RHS ie *[y²/4x]* So, the larger will be x, the nearer will be the term *[y²/4x]* to 0 Eg: ★ *x >> y* Wrong method, √3 = √(1+2) √3 = √1 + 2/(2√1) = 2 Correct method, √3 ≈ √(4-1) √3 ≈ √4 - 1/(2√4) ≈ 1.75 Where, (1.75)² = 3.0625 More accurate, √3 = √(3.24 - 0.24) [cuz, we know 18² = 324 hence 1.8² = 3.24] √3 ≈ √(3.24)- 0.24/(2×√3.24) ≈ 1.8 - 0.24/3.6 ≈ 1.733... ★ *Applicable for bigger number* √3 value = 1.732 3=3.24-0.24 derived 1.733 √29 value = 5.381 29=25+4 derived = 5.4 √93 value = 9.644 93=100-7 derived = 9.65 √260 value = 16.124 260=256+4 derived = 16.125 √630 value = 25.099 630=625+5 derived = 25.1 √907 value = 30.116 907=900+7 derived = 30.116 Thank you

[@Rudra_om]

yes Video me , Bataya nahi Ki x bada ho Y se

[@Orbital_atom_nucleus12]

Thank u bhai

[@Sakshi-fv9ss]

😊😊

[@chandanadebnath2282]

tuka mat maro sir

[@nurajahanmulaniambekari2215]

Thank you Genius

[@mbappe-darklord]

THANK U SO MUCH., U SAVED MY MARKS IN SURFACE AREA CHAPTER AND QUADRATIC EQUATIONS...

[@cricketlovers7547]

Me tooo bro...

[@krishna_servant]

Bhai ab 5 din hi bche hn board m ye trick to bhagvan ki kripa ha bohot badi

[@jsr-prashant9471]

This video should have gone viral till now for maths hunters , but I'm feeling unhappy that this video has not gone viral till now , such an explanation with such a voice ❤️ Maan gye guru ji 🙏

[@fantasticbeasts1445]

Thank you sir for this amazing trick

[@iambadalchoudhary]

Hare Krishna sir, Appreciate your efforts on Bringing Our Vedic Sanatan Culture Back and Glorifying it's importance. Hare Krishna

[@srighajaoffl]

Bro just study in hindi medium and fuck off

[@Toji625]

your videos are great

[@manjusahu3024]

Thank you sir for this video

[@sangitatayade3487]

🤠 sir ur maths tricks are so good..and it is working...👍🏻👍🏻 Thankyou sir for great guidance..😊

[@Nainayadav408]

it is smart trick.... agar aaj ke school ke teacher in sab jeejo ko trick se samajha de to bacche intelligent ho Jai

[@Anirudhkumar-kv8pf]

Hii naina😊

[@marutikowadkar2512]

Thanks for very good idea .

[@vishnuji54690]

Wow yrrr kya btaya aapne 🎉❤❤❤

[@sarvabowmaathmakoori7858]

Please continue to educate Indian children.❤❤❤❤❤

[@tarunyoutuber774]

I had seen all your video all videos are nice

[@reenarathi407]

Non perfect square me main confused thi but aapne hard formula ko bhi easy kar diya

[@HariSingh.26]

Thank you so much sir this will help me a lot

[@sushilasunnyyadav6910]

For example any

[@VIVEKKUMAR-or8wl]

First time youtube recommended a useful video in my life 😅😅😅😅

[@Otaku_Saitama]

mujhe bhi recommend kiya saalo ne

[@nytshorts849]

Wow it's amazing

[@ifactinsaniyat3080]

This is awesome video that helps me a lot and i am thankful to you and me dear ladies and gentlemen who are claiming that this doesn't work but in reality if properly solve this conditions discussed in video, then we can easily solve any number. The numbers that persons are telling are easily solved by me with complete accuracy of this method.

[@vamakshistudying]

can you solve root 50 with this trick

[@AashishSharma861]

Thank you for this video

[@vikeshtoppo933]

Great 👍🙂😃

[@cuterabbitsimba6374]

Thank you sir, this video help me very much

[@clashboyofficial4787]

Thanks sir for teaching vedic maths

[@vishal18990]

Kaas maine aapke videos pehle dekh li hoti, to meri calculations kab ka speed up ho jati🙃 ..but anyways, Thank You Sir❤️

[@dhrubkashyap.6884]

Great video

[@karanveersinghsahota5731]

CBSE should also include Vedic Mathematics as an extra subject for small children

[@user-pp7kw5yl8t]

Right bro

[@Anirudhkumar-kv8pf]

Sahi bola dosto 😊😊

[@aadityajalal5940]

Sahib bol Rahe ho bhai

[@yashasvipinangkumarsoni7453]

The trick is very much helpfull .❤️👍 Now I can solve sums faster than before 😊 TYSM🙏

[@alkasoni2661]

Wow it's very easy trick😮

[@ananyasartisticworld9640]

It really helps

[@user-tanu111]

Thanks sir samjhe aa gaya 🎉❤😊

[@yuliyy6788]

This formula doesn't give the exact square root it gives the nearest number to the square root of the number..regardless this is a great formula for beginners.

[@kuchbhimtlb]

Thankyou very much sir

[@KaranChauhan-di7jp]

Thank you so much

[@bravikumar8950]

Good explanation 👌👌👌

[@dheerajgamingfreefiredheer1978]

Good and superb fo rmula

[@MSSatyamKhandelwal]

Thanks sir I hope this helpful to me and all 🎉

[@Radhakrushn-h4d]

Superb

[@future1403]

Amazing sir

[@sakshibarke789]

Thank u sir (⁠◍⁠•⁠ᴗ⁠•⁠◍⁠)⁠❤

[@boomcreation1028]

Great yr

[@AshishRKGupta]

√83= 9.111 √99=9.95 √51=7.142 √125=11.18

[@dalybhowmik7090]

√83~9.111

[@dalybhowmik7090]

√83=9.11111111111111111.............

[@bts-livingangels]

Rightttt!!

[@singhpapu4925]

हेलो भाई हरहरमाहादेव

[@singhpapu4925]

हेलो भाई परेसानहे

[@PratibhaSingh-qt7lb]

You are best ❤❤❤

[@biggestfanofproblemsbeater3725]

answers: 1) 9.11 2)9.95 3)7.14 4)11.18 Thank you soo much sir i am able to do these calculations in mind only

[@user-oq4gk8pl2u]

Root 9998ka kya hoga sir

[@sumanareddy3786]

X is 10k and y is 2. So, 100-( 2/ 100) = 99.98 maybe

[@user-os2tv9ql4g]

Thank you sir 😊

[@monuranasootidon]

Think's video trick

[@ambatipudisatyanarayana8698]

Excellent

[@balbir5611]

Thanks a lot

[@kakanimahesh1609]

Thnkuhhhh 🎉🎉🎉

[@supriyadas3172]

9.11,9.49,7.14,11.18

[@emonnaskar5533]

Sir homework done..

[@gautamrawat3152]

Thank you too

[@ShaileshKumar013]

Very nice

[@Mr.Digital_Devil]

Helpful

[@beastboyparthpp6260]

Sir but we already have long division method and with that we can even take the root of decimal no.s 😅 appreciate your efforts

[@seemaparmar6719]

Bhai apki video shandar hai Ramanujan par ek video pls

[@uttamraomanwar5598]

I like the video the most

[@reenarathi407]

Sir aapne to hard formula ko bhi easy kar diya.

[@nareshchandrasharma9206]

Thanku sir

[@Misyou241]

Nice video ❤

[@Misyou241]

Thanks ❤

[@nanbabugautam84]

Sir jIiii,,, aap bahut achha samjhate ho 🥰🥰🥰 Thanks!!!!!!!!

[@letsderive]

Thankyou ❤️

[@rupeshgole]

Lekin sir big numbers jo six hundred ya seven hundred se bade ho unka kya kare please tell or find a trick for that also

[@sohinipanwar5578]

Best video

[@BrilliantMindMaths]

Thanks

[@ashoksinghal5620]

nice.

[@OTTOBHAI]

Division method best and easy hai..

[@user-wh1tc2hq6h]

Sir for your kind information I.e not seven point eightone I.e seven point EIGHT ONE AFTER DECIMAL WE SHOULD PROUNCE DIGITS SINGLE - SINGLE.

[@Spit_Fax_only]

Answer of the question given by sir - √83= 9.1 √99= 9.94 √51= 7.14 √125= 11.18

[@sofunnybossgaming8831]

Tomorrow is my exam😂😂

[@epictech9158]

Root 99 ka 9.95 hoga

[@epictech9158]

Google use krega toh 9.94 hi aayega khud solve kra hota trick se toh 9.95 aata , cheater saale

[@sksuperstudy5378]

आपका 99 का रूट गलत है

[@ffips6820]

First time I found a mining full video

[@uttamraomanwar5598]

Sir, your teaching of non perfect square root is excellent and it is more stringent for me to learn square root regards

[@babulalseal7960]

This is good formula but can be done more accurately. You may extend this using more terms of fractional binomial expansion. It comes as fractional binomial expansion. Babulal Seal

[@babulalseal7960]

this is applicable for all nos

[@adityasingh4765]

This formula is a application of derivatives where we can find approximated value of a imperfect square with the help of a perfect sq

[@Bibek-550]

Our school Shankar shisu niketan is also teaches vedic math

[@birakishorekar1778]

Instead of using this use x+y/2√y Where x = not perfect square number Y = perfect square near that number For ex √29 can be defined as 29+25/2√25 = 54/10 = 5.4 Which is the average of √29 So this can also be useful 👍

[@sukumuddinsk6812]

Good

[@basantisrichandan1021]

Aswom 🎉🎉

[@rupeshgole]

Lekin sir big numbers jo six hundred ya seven hundred se bade ho unka kya kare please tell or find a trick for that also

[@user-io4ce5yn8m]

Thank u sir for this trick , but please correct the spelling of mathematics in thumbnail sir

[@IAMDOGLIKEYOU]

Binomial theorem se achcha yahi hai trick sir per limitation bhi Bata dena sir per yah work Karta hai

[@jesunmanda1875]

best

[@The_Thinking_Machine]

Better way would be sqrt(x^2 +/- y) = x +/- (y/2x)

[@ak_sh__1408]

First View

[@AmusedStripedTiger-xw9jg]

It's just binomial approximation which is valid only if x>>y

[@ayushi1245]

Sir could you please solve √75

[@pragatichauhan5896]

Sir how can we find out whether a number is perfect square or not Please reply sir🙏🙏🙏🙏

[@9b_35_sheershshrivastava8]

Which is odd is non perfect and even perfect

[@astitwa1c_shashwat4btiwari17]

@@9b_35_sheershshrivastava8 but what about 9

[@Loveuguruji_777]

Perfect squares never end with 2,3,7 or 8. So, those who end with 2,3,7 or 8 are imperfect squares. And rest all are perfect squares. But still this thing doesn't work for all numbers, like 29 ends with 9 and still it's not a perfect square.. So you've to check but most of the times, this works. ✌✌

[@gamingwithbhanu4028]

this formule is from differential calclus

[@chaitanya_l7151]

125 LCM kaise aya? Aur kis number ka aya? Mujhe bas yahi samajh nahi aya.

[@Sourav_1]

Bhai please tell me how you used Disney font please 🙏 Bhai please 🙏

[@maan_kartik]

Jai shree ram 🕉️🙏

[@Ayush_04700]

It's comes 29.16 in first solution

[@ananyaguddivlogs2266]

Sir √83=9•111...............😊

[@cesposhere2116]

this formula is from binomial expansion if u were wondering how it works

[@ridamsen8733]

√83 = 9.111 √99 = 9.95 √51 = 7.142 √125 = 11.181

[@konchady1]

This is a simple approximation from taylor series of sqrt(x)

[@saiyedsaiyed8276]

Are you really Albert einstein 😁

[@ramumaurya1933]

9.11 , 9.5,7.14

[@anuraganilsanuraganil4631]

We could only find an approximate value but it is very hard to answer completely when the questions answer is lengthy

[@bpsinghsingh5424]

The simple formula for finding the square root of all non perfect squares is given below: X+Y/2√Y Where X is non perfect square and Y is the nearest perfect square to it .For example - √87 = X+Y/2√Y = 87+81/2×√81 = 816/2×9 =816/18 =9.33(approx) Check : 9.3 ×9.3 = 86.49 =87(approx) It should be noted that the value of square root of a non - perfect square is always in approx no matter which formula you apply as non -perfect square is irrational number

[@SatrudhanThakur-pw9xf]

4 ka jagaha dusra number de sakte he kya????

[@SVC_Editz]

3:07 actually it’s .3

[@RobinPaik-iy3ip]

75

[@soul_slayer1]

√83=and 6.889