Dear Sir, It is simply amazing and you are bringing smiles on our kids face. We are great fan of your teaching method. We cannot sit waste one day without watching your videos. One more suggestion, could you please upload more tricks for class upto 7. So that at the earliest schooling period, they will love maths. Hats off to you sir.. God bless you and your family.
There is another quick method to find the square of numbers. First of all, round the base to the nearest tens. For an example in 24^2 , 24 becomes 20 and as we are subtracting 4 (24-20=4) add that difference to the base, 24+4=28. Now multiply the two numbers(20*28=560) and plus the value with the unit of the base squared =560+4^2=560+16=576 This method, in my opinion, is more faster and thence more useful in competitive exams compared to the other method. Suresh Aggarwal you should make a video about this.
Thank you Suresh Aggarwal. I think because of this math is going to be very easy because just imagine calculating a math problem that has different operation add, multiple, divide and so on. On every operation you are putting on and off a calculator. That is the reason people think that math is difficult. You know you have provided a remedy for that.
First time someone taught with one trick and used it from 10 to 100 and more...I was searching for this for a long time.thank you sir...Keep doing such videos and am sure lot of people will make use of it and will be successful because of you sir.
I noticed that it is similar to squaring binomials (a+b)^2 = a^2 + 2ab + b^2 Following the method: 12^2 where a = 1 and b = 2 12^2 = 1^2 + 2(1)(2) + 2^2 = 1 + 4 + 4 Here you don't add the integers but join them to get 144
sir trick is good, but sorry to say traditional method used to take same time as this trick and also reliable in all conditions, vadic math is wonderful to play but quit confusing and not applicable in all situation, if you find universal alternative trick like traditional, please share with us
+Deep Kumar .....nothing is universal in maths. If you are looking for it, stop your search and collect lots and lots of methods/tricks.....you will slowly become resourceful. Remember.....In Maths. .....Nothing applies to everything.
OK, I have a method. Suppose y = 26 Here 20 or 30 is the base. Now base - y is 4 or 6 4 is closer so we take 30 as base. We do (26+4) × (26-4) and add 4^2 《 4 because it is the distance b/w the base and y (30 and 26) 》 Which is 30 × 22 + 16 So the answer is 26^2 = 676 😁😎
You can do this sum using Suresh's method but right to left instead of left to right (which is better for mental maths in your head) as follows; 8x8 = 64, (8x7)x2= 112, 7x7 = 49 which gives 64,112,49 which if you compress or carry the 10's digits over will give you 7569. In your head the calculation is 64 x 10 = 640 + (6x7x2)= 640+112 = 752 x10= 7520+49 = 7569.
Best square UA-cam video in my entire search in UA-cam❤️
I m glad I got access to your channel. Thank you very much for your insights. It’s really helpful. 🙏
Dear Sir, It is simply amazing and you are bringing smiles on our kids face. We are great fan of your teaching method. We cannot sit waste one day without watching your videos. One more suggestion, could you please upload more tricks for class upto 7. So that at the earliest schooling period, they will love maths. Hats off to you sir.. God bless you and your family.
Yes
Very nice and helpful sir. Thank you so much for your genuine efforts.
There is another quick method to find the square of numbers. First of all, round the base to the nearest tens. For an example in 24^2 , 24 becomes 20 and as we are subtracting 4 (24-20=4) add that difference to the base, 24+4=28. Now multiply the two numbers(20*28=560) and plus the value with the unit of the base squared =560+4^2=560+16=576
This method, in my opinion, is more faster and thence more useful in competitive exams compared to the other method. Suresh Aggarwal you should make a video about this.
yes that's another way; see also my comment
Thank you Suresh Aggarwal. I think because of this math is going to be very easy because just imagine calculating a math problem that has different operation add, multiple, divide and so on. On every operation you are putting on and off a calculator. That is the reason people think that math is difficult. You know you have provided a remedy for that.
Hello folks....an encouraging and inspiring methods in mathematics in addition educational & enlightening....
This is amazing! Thank you sir...
Sir your previous trickk to multiply 2 numbers near a base quantity is also applicable here
sir is that
(a+b) whole q
square formula
Great! You are perfectly right. Thank you.
My.names.nazar.
Dear sir we are great fan of your teaching ps 4digit bumper teaching.
D way ..u smile while explaining is awesm
. it luks like dat ua..very confident ..dat even ... U can get this .. Nothng is difficult😃
Bruh can't u type properly
sir u r genius i love the way that u explained .
👍 very fine method sir, Superior method, Have you PhD in maths?
Sir.......this trick is really....... really better.......
Thank u for making math simple ..its very helpful and time saving
Great. Do help by sharing the links with your friends and contacts
Yes
Very useful sir it's saves more time thank you
First time someone taught with one trick and used it from 10 to 100 and more...I was searching for this for a long time.thank you sir...Keep doing such videos and am sure lot of people will make use of it and will be successful because of you sir.
I noticed that it is similar to squaring binomials
(a+b)^2 = a^2 + 2ab + b^2
Following the method:
12^2 where a = 1 and b = 2
12^2 = 1^2 + 2(1)(2) + 2^2
= 1 + 4 + 4
Here you don't add the integers but join them to get 144
Good observation....Do share the links with your WhatsApp groups and contacts.
@@sureshaggarwal Thank you sir
It’s not similar, it /IS/ the binomial expansion
That's smart
Excellent video
I like your smile, Sir!
Dont turn for each step sir p,ls,pls
Even for senior citizens it is easily understandable 🙏
Thanks sir for your explanations 🙏
U r the best sir compare to all
sir, ur tricks are interesting, great, is there any book that u wriiten, pl inform
sir trick is good, but sorry to say traditional method used to take same time as this trick and also reliable in all conditions, vadic math is wonderful to play but quit confusing and not applicable in all situation, if you find universal alternative trick like traditional, please share with us
+Deep Kumar .....nothing is universal in maths. If you are looking for it, stop your search and collect lots and lots of methods/tricks.....you will slowly become resourceful.
Remember.....In Maths. .....Nothing applies to everything.
Thank you very much sir. The video was extremely interesting.
superb😘 trick ..thanku sir for these
+Sangeetha Sangeetha.....Please take time out to share the links with your contacts
OK, I have a method.
Suppose y = 26
Here 20 or 30 is the base.
Now base - y is 4 or 6
4 is closer so we take 30 as base.
We do (26+4) × (26-4) and add 4^2
《 4 because it is the distance b/w the base and y (30 and 26) 》
Which is 30 × 22 + 16
So the answer is 26^2 = 676 😁😎
Base - y is base minus y
And we can also do y - 20 which 6 but the answer is the same
sir it is expand formule
Thank you so much sir may the god gives you a healthy lifestyle 🙏🙏🙏
Yes
I have a doubt what about squares like 78 7×8 is 56 56×2=112 now what do v carry
How does he have an _AMAZING_ mic quality?
Small room,no echo, camera is near to mouth.
Focus on the content not the quality :)
Very interesting method and very beneficial to us. May God bless you.
Downloaded them for knowledge
Its awesome sir
Hello sir, What is the square root of 3269 and you tell unit digit 9 is a prefect square but the answer of 3269 is 57. Something
Every number ending with 9 is not a perfect square. See video carefully
Okkk thanks for reply sir
what a smile ..
Plz tell me about 4 digit square
u r the best sir
thnx a lot
Tksm for working hard for us
Thanks. Do share the links with your WhatsApp groups and contacts
It is really good video but there is so much background noise
Superb Sir
I am watching your video first time and now I am literally obsessed with watching your videos . Nice explanation 👍
Do share the links with your WhatsApp groups and contacts
awesome trick sir ,very less time it requires.
Thank u sir u r genius thanks for ur geniun efforts u really want to teach others
Huwaw.. great!!!! Tuank you
Thanks alot sir
Such an amazing man.
sir please explain it in 3digit numbers
If you are smart enough, you can deduce it....if not then use (a+b+c)^2
It's very useful in all competitive exam
Yes
Sir thank you for teaching, which prepared me for exam 😀😀
Sir... How to solve 354×99 using this trick.. Please explain
35400 - 354 = 35046
Thanks...sir
No
Here's a quicker way. Square of 12 ..... 12 x 12 (2x2) = 4 (a2+2) = 14 Ans. 144
(24x24) ..... (4x4) = 16 (24+4) = 28 (2x28) = 56 16
56
----------
576
excellent.....
Very helpful. Thank you! Where do you live ?
+Bhalajee Ramamurthi ....Ambala (Haryana)
Sir plz solve the problem 772square
Chitra Vasanths
It is possible
Take 30 as carry and then add it
Thanks a lot Sir....
All the best. Plz do share the links with your contacts
Thank u very much sirr,,,,,,,,,,
Wow, this is so easy
How to solve 44² by this trick
Great one.. Very helpful for preparing me for banking exam..
Thank You Sir, Really Appreciated.
Its helpful
great sir
tq vry much sir
Cubes?
nice
You are awesome
Thanks
Just using (a+b)^2 but excellent
Premlata Tripathi.
Chapatr veg prabulams kavale
woooooooooooooooooooooooow
Kisne dislike Kia wo aaye haweli par....
awesome
Thank you sir
Best
(a+b ) whole square simple
super sir
ok sir
Love u sir♥️
Thanks. For getting the compiled PDFs of short tricks....send a message on my personal WhatsApp number 9896369963.
Superrrrr
good hai
Yes
Wooooowwww.....simply brilliant :-)
Thanks sir
Liked..
It is just awesome
Yes
Very gid vedio
👌🏼👌🏼👌🏼👌🏼👌🏼👌🏼sir
But it consume more time than calculation😁😁😁
Difficult process
woWwwwwwwwwwwwwww
99² ????
87square
Chitra Vasanths
Take 4 as carry first and then 11 as carry and you will get your answer
Chitra Vasanths 7569
You can do this sum using Suresh's method but right to left instead of left to right (which is better for mental maths in your head) as follows; 8x8 = 64, (8x7)x2= 112, 7x7 = 49 which gives 64,112,49 which if you compress or carry the 10's digits over will give you 7569. In your head the calculation is 64 x 10 = 640 + (6x7x2)= 640+112 = 752 x10= 7520+49 = 7569.
i see only your videos
Thanks a lot
I really like your videos😀😉😉😀😀
Your welcome
🤴🏽🤴🏽
♥☻
I am Ambani sun in lwo
Thanks alot sir
thankyou sir
Thank you Sir