Fastest way to find Square of two Numbers | Vedic Maths Square Tricks for Fast Calculation
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- Опубліковано 12 лют 2022
- Vedic Mathematics tricks are very important techniques through whuch we can easily find square,cube,squareroo, cube root or can multiply two numbers. In this video we gonna teach you some amzing vedic maths tricks for finding square of any number within 5 seconds.
Bharthi Krishna Tritha, an Indian monk, wrote the book "VEDIC MATHEMATICS", which has a list of mathematical tricks to solve maths calculations faster than traditional methods
Type 1: Squaring of number ending with 5.
Sutra is "BY ONE MORE THAN PREVIOUS ONE"
Step 1: Add 1 to the first digit from the left and multiply by the number itself.
Step 2: Add 52 (25) at the end to the number obtained from step 1.
Number Steps
65
6 × (6 + 1)
= 6 × 7
= 42 Add 1 to the left number (6) and multiply by the number itself and
=4225 Add 52 (25) at the last of 42
Answer : 652 = 65 × 65 = 4225
85
8 × (8 + 1)
= 8 × 9
= 72 Add 1 to the left number (8) and multiply by the number itself and
= 7225 add 52 (25) at last of 72
Answer : 852 = 85 × 85 = 7225
155
15 × (15 + 1)
= 15 × 16
= 240 Add 1 to the left number (15) and multiply by the number itself and
= 24025 add 52 (25) at last of 240
Answer : 1552 = 155 × 155 = 2402
Type 2: Squaring of numbers less than 50 and numbers not ending with 5.
Number Steps
34 50 - 16 = 34
52 = 25
= 25 + (-16)
= 9 Square the first digit (5) of first part (50) then add part (-16)
162 = 256 Square the second part of number (16)
9 + 256 = 1156 Add the answers got in step 1 (9)and step 2 (256)
Answer : 342 = 34 × 34 = 1156
28 50 - 22 = 28
52 = 25
= 25 + (-22)
= 3 Square the first digit (5) of first part (50) then add second part (-22)
222 = 484 Square the second part of number (22)
3 + 484 = 784 Add the answers got in step 1 (3)and step 2 (484)
Answer : 282 = 28 × 28 = 784
Type 3: Squaring of numbers less than 50 and numbers not ending with 5.
Number Steps
74 50 + 24 = 74
52 = 25 Square the first digit (5) of first part (50) then add
= 25 + 24
= 49 second part (24)
242 = 576 Square the second part of number 24
49 + 576 = 5476 Add the answers got in step 1 (49)and step 2 (576)
Answer : 742 = 74 × 74 = 5476
57 50 + 7 = 57
52 = 25
= 25 + 7
= 32 Square the first digit (5) of first part (50) then add second part 7
72 = 49 Square the second part of number 7
32 + 49 = 3249 Add the answers got in step 1 (32)and step 2 (49)
Answer : 572 = 57 × 57 = 3249
Type 4: Squaring of number near to their base 10,100,1000, and so on:
Number Steps
105 100 + 5 = Divide the given number to their base and number
105 + 5 = 110 Add the second part of number 5 to the given number (105)
52 = 25 Square the second part of the 52
11025 Combine the numbers from step 1 and step 2
Answer : 1052 = 105 × 105 = 11025
986 1000 - 986 = 14
986 - 14
= 972 The given number 986 is less than 14 from its base value 1000, so the deficient number 14 should be subtracted by the given number 986
142 = 196 Square of deficient number 211
972196 Combine the numbers from step 1 and step 2
Answer : 9862 = 986 × 986 = 972196
If the number is lesser than its nearest base number then the deficient number is reduced from the given number.
If the given number is greater than its nearest base number then the surplus number is added to the given number.
Type 5: Squaring of a number near to their sub base:
Number Steps
306 300 + 6 = Divide the given number to their sub base and number
3 × (306 + 6)
= 3 ×312
= 936
Add the second part of number 6 to the given number (306) and multiply it by 3
62 = 36 Square the second part of the 62
93636 Combine the numbers from step 1 and step 2
Answer : 3062 = 306 × 306 = 93636
480 500 - 480 = 20
480 - 20= 5 ×(480 -20)
=5 × 460
= 2300 The given number 480 is less than 20 from its sub base value 500, so the deficient number 20 should be subtracted by the given number 480 and multiplied by 5
202 =400 Square of deficient number 211
230400 Combine the numbers from step 1 and step 2
Answer : 4802 = 480 × 480 = 230400
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Scripted By: Ghatak Thakur
Voice over by: Dheemraj
Music: Maestro Tlakaelel
Artist: Jesse Gallagher
Fair Use Copyright Disclaimer: This video is solely made for educational purpose. We do not claim rights over any media all the rights go to their respective owners.
Thank You....
One of the best invention in india : Vedic math
And thank you sir to being a medium of this invention as you teaches us very efficiently this math.
Personal👆 number lene ke liye WhatsApp karo👆...
T
You are the greatest mathematician I have ever seen in my life . Realy you can understand anything without having any doubts
Decimal system was invented in India. So, Vedic mathematics simplifies difficult calculations by replacing the western traditional Algebra (e.g. (a+b)^2 formula) with just a little imagination - something that human mind is much better at than even computers. e.g. Left (or right) shift the digits when you want to multiply (or divide) by any power of 10. Ignore 0 during additions and subtractions - this frees your mind to focus only on non-zero digits. Break the digits of a large number and do calculations on individual digits and then write them in their correct place value to make complex calculations super easy. Example: AB is 2 digit number. It's square is (10A+B)^2 = [100A^2 + B^2] + (2AB)10. Square each digit and write them side by side to get the first term. Then add (or subtract) twice of the product of the digits after left shift by 1 digit. Example: 47^2 = 16 49 + ... = [164+56]9 = 2209. With some practice with a few 2 digit numbers, you can do 2 digit number squares very quickly in your mind.
Because western education believes more in numbers than digits.
Thank you sir 🙏. It will make my calculations faster.
Best maths teacher ❤😊😊
Thank you for the clear explanation. For me, the Concept was cleared. 😊
Your the best I love how you explain
This is really helpful 👍
Thanks 😊
Excellent job keep it up 👍
Sir . Maine aapki video dekhte hue mujhe ku6 idea aaya or mene ek trick bnai h ... Or aapki video pause krke isko prove bhi kia h.. ye amazing h kisi bhi square ko nikalne ke lie . ... ekdm easy aur 100% work kr rhi h . I am very happy now.
Sir isme hme below 50 ya after 50 yaad rakhne ki bhi jarurat nhi h simply apply the formule and get the answer.
Bataiye
Very nice tricks for solving hard problems. 👍👍
Personal👆 number lene ke liye WhatsApp karo👆...
Thanks a lots of
Thank you sir 🙏🙏
Well explained..awesome
Quadratic equations per video bena do
Sure brother
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Watch this video for quadratic
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@@letsderive sir you are doing very good things
Square ending 5 ki trick ko aap thoda easy bana sakte hain
Jaise aapne bataya ki successor number se multiply kijiye aur uske aage 25 likh dijiye, lekin hum 25 kyu likhe, y bhi clear kijiye,
Iski jagah ydi aap aisa kahe ki 45 ka sqaure nikalna hai to 4 ko uske successor number 5 se multiply karenge to ans aayega 20, 5 ka square nikalenge to answer aayega 25, to final answer hua 2025. :)
Please don't take me otherwise, mujhe khud aisa laga ki 25 yu hi kyu likhe to phir jo mere mann m aaya vo aapse share kiya.......
Thanks sir.
Thank you so much for this video 😮😮
Personal👆 number lene ke liye WhatsApp karo👆...
Thanks for maked this video
Aapka Har ek video bahut upyog ho raha ʜᴀɪ ɪɴ ᴍᴀᴛʜꜱ
Amezing sir ji
Amazing trick thankyou sir 🌟
❤️
Thankkk uuu sirrr
Sir thankyou sir I find difficulty to do this now really understand and I subscribed your channel
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Integration aur differentiation ka bhi koi trick hone se plz ek video banaye sir.
thankssss bro amazingggggg
Very nice bro.......❤ I like it
sir you are the best for you my maths calculation are happening fast and my teachers also say how can you do this so fast and I JUST SAY THEM your channel.
Personal👆 number lene ke liye WhatsApp karo👆...
Quadratic pr banao video plz😀btw nice video #easy
Bohoth Prasanna hei!
Fantastic!!
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Thank you so much
Personal👆 number lene ke liye WhatsApp karo👆....
Excellent sir🙏👍
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Thank you
Personal👆 number lene ke liye WhatsApp karo👆.....
kya baat hai sir
Wauhhh vedic is awesome 👍👍👍
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SUPER GURUJI 😇
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Love Vedic math and your sir❤ lets drive tell your name please ❤❤
thank you sir
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Very helpful my friend
Personal👆 number lene ke liye WhatsApp karo👆...
Nice video
Bro really amazing
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nice.
Thanks but very nice
Very good nice
Sir aap konsa app use karte hai editing ke liye
👌 awesome bro
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Very good tricks
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Nice Information sir Jay shivray Jay Jijau
During exams everybody forget these tricks as like me
😭😭😭😭
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MODULUS FUNC AUR BOX FUNCTION AUR DOMAIN RANGE KE COMOLEX QUS GRAPH BANEKA KOI TRICK BATAO
Very usefull
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Very nice trick
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Well if I know the square of 23 or 14 than maybe know of the other numbers below 100. Than I not need this trick. There are other shortcuts for square numbers on youtube which are easier. Anyway thank you for the video there were many nice tricks in it.
Helpful
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Sir ye kis book se ham padh sakte hai please sir tell
So till how many squares should we remember to do this math in the mind?
Thank si r good tha
Nice Hkm
Trigno pr koi trick hogi kya bhaiya
mere pass isse bhi jabarjast h only 3 second .meri kudh ki trik h any no. ho 2 digit ho.agar 5 minutes practice karne baad 2 second ,😎
👍🔥
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Omg 🙄🙏🙏I m not into maths but 🤟😎
nice✔️
Personal👆 number lene ke liye WhatsApp karo👆...
Quadratic equation par video banao
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Sir please in formulas ka name bhi bataya karo taaki jinhone ye diya hai unka naam bhi ham yaad rakhe jaise pythagoras ka naam hame ratwaya gaya British ke dwara..
I have best idea better than it
Example. 48 ka square
Pahle dono number ka alag alag square nikal lo
4=16. 8= 64
Then
1664
Ab (4*8)*2
32*2=64
Next step. 1664 me last se ek step chhodkar 64 plus kar do
1664
+64
2304 answer
Is mathod se 1 se lekr 1000 tak ka square nikal sakte hai.
How to do of 49
Yes same question ⁉️
🙏🙏😊😊
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Make video on Geometry Micro level High level means upto pure and plane Geometry
Sir polynomial class 9 par video bana dijiye n
In which std do you study
I am also class 9
And my ch 2 is complete in school starting this is a very easy chapter
See ranveer maths 9 this is clear your concept only learn formula
Bhaiya what about when the square root number ended with zero digit?
Super G
I have the most newest square trick for all numbers....
Super
Super
❤❤❤
👍
moja
Cube root par video bana do 🙏🏾
I already made it bro
Sir, I think that 4 method is fandamental formula
When You take 105+5=110
But you have to take (105×1) +5=110 then continue.
I give you ex- 203^2
3 is more in 200
therefore 3^2 at tens place as[ 09]
(203+3)×2=[412]
203^2= 41209
If this is right form of formula and useful then inform me please
I think that it also use in under 100 ,
I think that this trick have no limitation,
If any body found any limitation then inform me please
Sir i have never seen a teacher like you
First formula is good , neither over are not easy I mean multiple is easy then their,
Yi 41 se aage wali no pi aply nhi ho rha sir
💗💗💗💗💗💗💗💗
Lotery number kese caluction
Why it is not applicable for 86 As 86-50=36 36 +25=61 1296+61=6296 but why we should add 61+12?
Look that formula is only valid from 25 to 75 and for grater no. you should go for the next formula (used to find squares near 100).
🤦♂️ bro 1296+6100=7396 which is the square of 86
86 100 se minus hoga 100-86
Bhai please tell me how you used Disney font please 🙏 Bhai please 🙏
Achi hai
Bro is tric m square bad m bhi toh nikal na pad raha hai toh kaise kren
Jenius
Konsi method hai name bhi toh batao , ekaadhi purvena ya dusri
Thanku sir for this trick but how to get square of double number like 11,22 I try this formula but I don't get the answer please send that video
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Vhaiiii 💓💓
😮😮
I know better vedic method to sqare two digit number.More simple than this complicated method.But will appreciate this channel, very nice content.
Acha 586 ka niklna haii kaise nikalege ye btaiye
👍👌👍👌👍👌
Personal👆 number lene ke liye WhatsApp karo👆....
It is nice video
49sq is coming 2401 but by this trick it is not coming right
Very good.
Sir physics ka send Karo please