In this video, we bring to you the shortcut for 6-digit square root exclusively in our channel and found in no other youtube channel, I won't say this method is applicable for all questions definitely every shortcut has an exceptional case,If you find a root digit same for two possible then kindly apply Step 1 to find the answer.But this shortcut is applicable for most of the 6-digit square root. And comments sections had been disabled due to misuse in the past and would be enabled in a couple of days for all the videos. Love you all Keep supporting and keep Sharing !! Happy Learning !!
23:10 Here is a tick for last step when roots are same...... This trick always works. 👉 √59 is becoming between 7² or 8² ... so multiply 7and 8 it becomes 7×8=56 Then compare it(56) with 59 .... You got that 59 is greater than 56 so ans will be the greater no...(769)²👍👍👍
In this topic, while finding square root of 591361. Two possible root digits are coming (761)×(761)=14×14=5×5=25=2+5=7 (769)×(769)=22×22=4×4=16=1+6=7 Both are satisfying L.H.S = R.H.S In this case, how do we know which one is the suitable answer? Thank you!
Hi my dear ,while doing root digit ,eliminate 9 because 91=9+1=10=1+0=1,so here example is 92 eliminate 9 u r answer must be 2. u can also check any number that contains 9
Dear Sir: Thanks a lot for explaining finding sq.root of six digits. You have done wonderful job by teaching fast track method and also traditional method. Excellent. Thanks
Thank you sir,This is a Awesome video,you are mistaken by the video 5*5=25 not a 27.I am not a complenting that.You are doing a Wonderful Job.Your videos is helpful for competetive exams.
Thank you Sir for this wonderful trick. But one thing i would like to share the calculation you have done for number 591361. and root digit of 761X761=14X14=5X5=25=7 and also for 769X769=22X22=4X4=16=7. So in this case both the numbers have same root digit. Is there any simple trick to select the correct one among these two. Kindly guide Sir.
Root digit of 761 is 7 because at the end 5*5 is 25 which will become 7. So both 761 and 769 root digit is 7(of the number 591361) which is confusing. Plz correct me if I'm wrong.
Thank you so much. I am learning a lot from you and decided to make a small booklet gor your your information and put your name as the author of this method. Excellent job.
Hello Sir. Thanks for this awesome video. Sir, I have 1 doubt regarding number 591361 whose root digit is 7. 591361 has 2 options...761 & 769. For both of these numbers, root digit is 7. Can you please explain sir how to get the actual number in this case.
a quick multiplication of the 69 and 61 will give the last 2 digits for comparison 61^2= .21 and 69^2= .61 While the process is not perfect, it speeds up the process significantly. Though a trick you can use is to 76*77=5852
Thats where I got lost @23:08 He says 14x14 is 5x5 but then says 5x5 is 27 resulting in 9 - Instead of 25 (which is what 5x5 actually is) which gives 7 as well. If 761x761 14x14 5x5 25 7 If 769x769 22x22 4x4 16 7 Otherwise the entire video taught me a good bit!
In the example to find the square root of 591361 , the root no.of 761 &769 are equal (761 x 761 =14 x 14=5 x 5=25=7 & root no.769 x 769=22 x 22= 4 x 4=16=7) .How the square root can be chosen by your method?
Ur lectures are awesome sir...u r providing great material for all the students who cannot afford it...we just love ur videos...u stood as inspiration to many people..may God bless u sir n keep uploading ur videos...please start the schedule for ibps clerks sir
instead of digital sum we can go for the multiplication of first digit with the immediate greater digit i.e. 8×9 = 72 which is higher than 70 ( first two digits of number) so the smaller root will be the answer
Great video sir, My suggestion is that instead of finding root digit we can do below given step..Let's take the same example as of sir sqrt(708964) so we got out pairs as "70,89,64".....now we know the last digit will be "2" or "8"....now find the first term so it is "8".Now using sir's method find the second term.We now have 2 terms "848" and "842" ...Now here is the change,instead of finding root digit,we can simply do "first digit * first digit+1" i.e. 8*9=72 .....so 72 is greater than "70"(which is our first term of the question) so we will go for smallest option for the last space i.e. "2".......so 842 is the answer.....If it was smaller than the first term then we must have used the larger option.Please give it a try and revert back which method you find easy.Thank you again for a great video sir.
Sir. your videos is very helpful to us. I had learned so much shortcuts. in this video you had mistakenly told 5x5 = 27. 761 and 769 is same root digit. in this case what we do?
23:11 5 into 5 is 27 , wow what a surprise I never listen about it. Maaf kijiye galti hoti h lekin ye galti vaha h jaha ye method fail hota nazar aata h , kyunki 5 into 5 is 25 which mean root number is 7 and 4 into 4 is 16 which mean root Number is 7 then how we can choice the first one , it's why I reply , and when I got the solution I don't know?
For finding square root of 591361 @ 23:12 You mistakenly said that 5*5 as 27 as added to 9 But 761 and 769 both root digits are 7 761 = 7 769 = 7 So this time root digit failed us...
Multiply 76 by its next higher number (i.e. 77) 76*77= 5832 Compare this number with 61. 5913 > 5832 Hence choose the greater value number among 761 and 769. So 769 is our answer.
refer sum square root of 591361.ans 761 or 769 to be decided as follows.multiply 7 by its next no that is 8.it is 56.as first two digits in sum is 59 is bigger than 56,choose bigger number that is 769.this method applies to all sums.if the first two digits number that is 59 is smaller than the multiplied number, choose the smaller
I just wanna say that you are awesome ...... Your each technique is unique and easiest way to solve any problem......... Thank you so much for upload...plz keep uploading......... And thanks once again for active comments because it is way we can share our problems directly. Thank you once again...
Frends I can solve ur problem. ... look jb hume 1st , 2nd nd 3rd digit pata chal gaya toh aap root digit ko mt dekhiye... q ki 761 nd 769 ka same aa raha toh.. jb 59 ko sir 7 likhen hain toh 7 me ek add krke means 7×8= 56( jo ki 59 se chota h toh humko bada consider krna hoga ) isiliye 769 bade wale ko choose krte hain... aisa aap log pls apply kariye... I know it would definitely work
mam what about 418609 here 6 x (6 + 1 ) = 42. which is greater than 41 so as per ur method we must take lower value between 643 and 647 which is 643 but here ans is 647. pls cross check and let me know. I am using same method that u told but for till 5 digit. pls correct me if I am wrong.
that method is only applicable when you get both root digits numbers as same, here root digit of 418609 is 1, 634 is 7 and 647 is 1, so the answer is 647. so don't multiply it 6 x (6 + 1 ) = 42 like this.
For query of example of 591361 is that first two digit is 59 then first digit will be 7 because of 7*7=49 now take +1 of first number which is 7 so 7+1 is 8 and multiply 8 with 7 which is 56. now compare 59 to 56. 59 is bigger than 56 so our answer last digit is big which is 9. so, answer is 769.
If you know the 2-digit squares, it will simplify the problem greatly. I know that 52^2 is 2704, so 520^2 = 270,400. That is only a little less than my desired answer, and to get a final digit of 9 in the answer the square must be either 523 or 527. 523 seems more likely and I can check both sides of the equation by casting out elevens. 523 is correct because I get a 3/11 remainder on both sides of the equation.
i have a solution for this sqrt (579121) 7 6 1 or 7 6 9 by above method Now observe first 4 digits ie., 5791 now calculate (76)sqr and next number (77)sqr 76 x 76 = 5776 & 77 x 77 = 5926 from above we observe that 5776 is near to 5791 means 761 will be the answer. Similarly sqrt(591361) same 7 6 1 or 7 6 9 by above method here 5913 near to 5926 so here 769 is answer.
You are right sir. You have already mentioned that this method is not applicable for all the problems which I understood. Your way of explanation is very excellent. Thanks a lot.
Sir, i love your vdos! You explain very nicely in a simple, easy to understand, method. Best thing is that you do many examples to help us understand the method better! Thanks!
Thank you so much for the video. Unfortunately it is too late for me. If teachers during my time taught maths like this I wouldnt have hated the subject. However, thanks to you I have now taken an interest in maths again.
thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks because of your help I am able to solve square root thank you very much 😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊
sir,the concept for finding square root of 6 digit by finding out root digit is confusing in a condition where,the root digit of two options(i.e smaller and bigger number) is same and equal to the root digit of given number.like in the case of 591361.is it 761 or 769.root digit for both is 7.
Wow,I never thought a way like this and hats off to u. The teaching is gud and I hope that this "fast-track" method helps all in need of learning how to find a square root of a 6 digit number Thanks alot And kindly publish more and more videos like this......
For query of example of 591361 is that first two digit is 59 then first digit will be 7 because of 7*7=49 now take +1 of first number which is 7 so 7+1 is 8 and multiply 8 with 7 which is 56. now compare 59 to 56. 59 is bigger than 56 so our answer last digit is big which is 9. so, answer is 769.
Guyz, to answer your Question, since you have to chose between 1 and 9.. The basic selection is, since the 1st number is 7, multiply it by the next number so it's 7x8 it's equal to 56.. If the given is greater than the product, choose the higher number, if it's less than, choose the lower. In this case we've got 7x8 = 56, and 59 as the 1st two number on the given is greater than 56, so you choose 9 as the last number.. That's what we do in 4 digit square root. Thanks!
Dear.. For 591361 : root digit 7 So to find & match the answers : 1) 761 x 761 = 14 x 14 = 5 x 5 = 25 i.e. 2+5 = 7 (matching root digit) And 2) 769 x 769 = 22 x 22 = 4 x 4 = 16 i.e. 1+6 = 7 (matching root digit) In this question, both the probable answers 761 and 769 are matching the root digit 7. How to decide tgat 769 is correct square root?
I tried to find the square root of a number (732736), using the digital sum method you showed us. The results of the square roots I got were ( 854), and (856). The digital sums for all the three numbers (732736) , (856) and (854)come to (1). Then how can I certainly tell people which one is the correct answer in a situation like this? In the example you gave as 591361, the root digit for all the three numbers (761), and (769) is (7). Therefore how do you choose 769 based on the root digit as an answer unless you use a calculator for verification.
732736 Possible roots are 856 and 854 whose digital sum matches with that of the given number 732736. In that case, multiply 85 by its next higher number,i.e.86. 85*86 = 7310 Compare this number with 36 7327 > 7310. Hence choose the greater value number among 854 and 856. So 856 is our answer.
You are the much more knowledgeable to teach the ibps exam i like your shorcut method in square the number . I need how to find square root of the number and easy way to multification
Friends...don't think heavily...761 and 769 are both root digit...then we are calculate each other ..761 square=579121 and 769 square is 591361... that's the answer....
sir superb i understood completely yours method is super clean and there is no complications thank you so much . please upload some other different reasoning and aptitude questions
In this video, we bring to you the shortcut for 6-digit square root exclusively in our channel and found in no other youtube channel, I won't say this method is applicable for all questions definitely every shortcut has an exceptional case,If you find a root digit same for two possible then kindly apply Step 1 to find the answer.But this shortcut is applicable for most of the 6-digit square root.
And comments sections had been disabled due to misuse in the past and would be enabled in a couple of days for all the videos.
Love you all Keep supporting and keep Sharing
!! Happy Learning !!
Sir you are simply epitome of aptitude/reasoning preparation. Kindly make a correction at 23:11. Thanks a ton Satish Sir.
sir plz do upload a video on number series and problems on train....
Sir pls make correction in the last second problem we r waiting.
Feel Free to Learn ...sir pls explain √591361..
Awesome trick sir...thanks a lot
23:10 Here is a tick for last step when roots are same......
This trick always works. 👉 √59 is becoming between 7² or 8² ...
so multiply 7and 8
it becomes 7×8=56
Then compare it(56) with 59 ....
You got that 59 is greater than 56 so ans will be the greater no...(769)²👍👍👍
@@1954il yes
Try 579121
I didnt understsnd a single thing in this explaination…someone help
I didnt understsnd a single thing in this explaination…someone help
Try 279
In this topic, while finding square root of 591361.
Two possible root digits are coming
(761)×(761)=14×14=5×5=25=2+5=7
(769)×(769)=22×22=4×4=16=1+6=7
Both are satisfying L.H.S = R.H.S
In this case, how do we know which one is the suitable answer?
Thank you!
only by traditional method 🤣🤣
Whenever I am anytime clueless there is only one source of sunshine for me , is watching your video. Thank you.
Thank You very much, you are a really good teacher. You are as fast as a calculator. Great Job!
Sir for question 3 the root value for both 761 and 769 is 7
Ops
Hi my dear ,while doing root digit ,eliminate 9 because 91=9+1=10=1+0=1,so here example is 92 eliminate 9 u r answer must be 2. u can also check any number that contains 9
Bro super.. it's working.
please support me
#Mathsacademyexamtricks
it is short cut. always short cut will be dangerous method. go by orthodox method.
Dear Sir: Thanks a lot for explaining finding sq.root of six digits. You have done wonderful job by teaching fast track method and also traditional method. Excellent. Thanks
Lightning enlightenment!
sir 761 and 769 have same root as 7. you mistakenly said 5*5 as 27 at 23:10 in video
simranjeet singh ya bro same number comes
simranjeet singh u r right
It's only applicable on some times .but not every time..in your ans is same root digits number then verify exact number.
add 5+2
Is there method for approximation? If the number is not perfect square then?
Thank you sir,This is a Awesome video,you are mistaken by the video 5*5=25 not a 27.I am not a complenting that.You are doing a Wonderful Job.Your videos is helpful for competetive exams.
Thank you Sir for this wonderful trick. But one thing i would like to share the calculation you have done for number 591361. and root digit of 761X761=14X14=5X5=25=7 and also for 769X769=22X22=4X4=16=7. So in this case both the numbers have same root digit. Is there any simple trick to select the correct one among these two. Kindly guide Sir.
Yes sir, I am also noticed the same , please suggest me the simple trick
@@srinivasareddyvemareddy263 choose the bigger one always if both the root digit are same
Root digit of 761 is 7 because at the end 5*5 is 25 which will become 7. So both 761 and 769 root digit is 7(of the number 591361) which is confusing. Plz correct me if I'm
wrong.
Thank you very much,sir...
you taught in the easiest way I ever seen...
Yes it was easy
This is the most enlightening method. With practise it is very easy. Thank you so much sir
Thank you for your remarks sir, I’m glad i helped.
Thank you so much. I am learning a lot from you and decided to make a small booklet gor your your information and put your name as the author of this method. Excellent job.
Respect
761 and 769 both have same root number 7 , 761×761-14×14-5×5-25-7 and 769×769-22×22-4×4-16-7
Bhut hi easy hai . I will explain it in my channel after 27th Aug 2018. Please watch it.
Hello Sir. Thanks for this awesome video. Sir, I have 1 doubt regarding number 591361 whose root digit is 7. 591361 has 2 options...761 & 769. For both of these numbers, root digit is 7. Can you please explain sir how to get the actual number in this case.
Madam, please forward your doubts and queries to : support@feelfreetolearn.in
@@FeelFreetoLearn 761 & 769 are having same root digits, what can we do?
a quick multiplication of the 69 and 61 will give the last 2 digits for comparison 61^2= .21 and 69^2= .61 While the process is not perfect, it speeds up the process significantly. Though a trick you can use is to 76*77=5852
Thats where I got lost
@23:08 He says 14x14 is 5x5 but then says 5x5 is 27 resulting in 9 - Instead of 25 (which is what 5x5 actually is) which gives 7 as well.
If 761x761
14x14
5x5
25
7
If 769x769
22x22
4x4
16
7
Otherwise the entire video taught me a good bit!
In the example to find the square root of 591361 , the root no.of 761 &769 are equal (761 x 761 =14 x 14=5 x 5=25=7 & root no.769 x 769=22 x 22= 4 x 4=16=7) .How the square root can be chosen by your method?
I have also same doubt..
hats off to you man..!! such dedication.. respect respect respect...!
regards
Sir ur teaching is perfect...even a beginner can understand by listening only one time ....love ur teaching
14:47 The exam oriented fast method for those who know the basics.
An excellent teacher
I can't thank you enough bro. Great work keep doing this .I give u 10k likes
Wow that's ... amazing....not only these methods but also your style of teaching 👏......🙏 thanks sir!
Thank you very much for your valuable feedback sir.
@@FeelFreetoLearn soo glad to see your reply ❤️but... I'm a girl 😀.. ✌️
@@FeelFreetoLearn plz check once..at 23:10
Ur lectures are awesome sir...u r providing great material for all the students who cannot afford it...we just love ur videos...u stood as inspiration to many people..may God bless u sir n keep uploading ur videos...please start the schedule for ibps clerks sir
anjini gangisetty - yes, He is awsome. Who doesn't know even what is 5*5. Such an awsome man.
Excellent I never understand until 18 years of my life this but u taught me this thank u right now I am 42 year
Sir, at 23:11 you said 5 x 5 will be 27, please check again sir , cause 5 x 5 will be 25 which will result in the root digit of 7 as well.
yeah exactly
Yeah
Yes
Mrigesh Singh yes
instead of digital sum we can go for the multiplication of first digit with the immediate greater digit
i.e. 8×9 = 72 which is higher than 70 ( first two digits of number) so the smaller root will be the answer
761 and 769 both numbers have the same root digit which is 7 so how to calculate then... 23:59
Great video sir, My suggestion is that instead of finding root digit we can do below given step..Let's take the same example as of sir sqrt(708964) so we got out pairs as "70,89,64".....now we know the last digit will be "2" or "8"....now find the first term so it is "8".Now using sir's method find the second term.We now have 2 terms "848" and "842" ...Now here is the change,instead of finding root digit,we can simply do "first digit * first digit+1" i.e. 8*9=72 .....so 72 is greater than "70"(which is our first term of the question) so we will go for smallest option for the last space i.e. "2".......so 842 is the answer.....If it was smaller than the first term then we must have used the larger option.Please give it a try and revert back which method you find easy.Thank you again for a great video sir.
no man apply it to last question this is not working 418609
but bro wat abt 267289?
it is 848
Appreciated, that's a great method except the 761/769 root equals 7. Thanks a million!
please support me
#Mathsacademyexamtricks
That's what I noticed to 😂 and now the ans is simply idk 🤣
He simply say 5*5=27 and ___🙄
It also goes with 462/468....so dont know how to chose on the basis of root digit
Sir. your videos is very helpful to us. I had learned so much shortcuts. in this video you had mistakenly told 5x5 = 27. 761 and 769 is same root digit. in this case what we do?
Did u got what is the next step. When root digit are same
23:11 5 into 5 is 27 , wow what a surprise I never listen about it. Maaf kijiye galti hoti h lekin ye galti vaha h jaha ye method fail hota nazar aata h , kyunki 5 into 5 is 25 which mean root number is 7 and 4 into 4 is 16 which mean root Number is 7 then how we can choice the first one , it's why I reply , and when I got the solution I don't know?
For finding square root of 591361 @ 23:12
You mistakenly said that 5*5 as 27 as added to 9
But 761 and 769 both root digits are 7
761 = 7
769 = 7
So this time root digit failed us...
Sir, please forward your doubts and queries to : support@feelfreetolearn.in
As all
Multiply 76 by its next higher number (i.e. 77)
76*77= 5832
Compare this number with 61.
5913 > 5832
Hence choose the greater value number among 761 and 769.
So 769 is our answer.
In last 2nd example , why dont u take 7×8=56 in place of 7×7=49?
This is the most interesting RUclips learning video ever to me, thank you so much sir for the inspiration
refer sum square root of 591361.ans 761 or 769 to be decided as follows.multiply 7 by its next no that is 8.it is 56.as first two digits in sum is 59 is bigger than 56,choose bigger number that is 769.this method applies to all sums.if the first two digits number that is 59 is smaller than the multiplied number, choose the smaller
You are simply awesome no words to say ..🔥🔥🔥🔥keep it going
I just wanna say that you are awesome ......
Your each technique is unique and easiest way to solve any problem.........
Thank you so much for upload...plz keep uploading.........
And thanks once again for active comments because it is way we can share our problems directly.
Thank you once again...
Frends I can solve ur problem. ... look jb hume 1st , 2nd nd 3rd digit pata chal gaya toh aap root digit ko mt dekhiye... q ki 761 nd 769 ka same aa raha toh.. jb 59 ko sir 7 likhen hain toh 7 me ek add krke means 7×8= 56( jo ki 59 se chota h toh humko bada consider krna hoga ) isiliye 769 bade wale ko choose krte hain... aisa aap log pls apply kariye... I know it would definitely work
mam what about 418609 here 6 x (6 + 1 ) = 42. which is greater than 41 so as per ur method we must take lower value between 643 and 647 which is 643 but here ans is 647. pls cross check and let me know. I am using same method that u told but for till 5 digit. pls correct me if I am wrong.
What is correct answer of 591361 with correct explanation can u tell me
that method is only applicable when you get both root digits numbers as same, here root digit of 418609 is 1, 634 is 7 and 647 is 1, so the answer is 647. so don't multiply it 6 x (6 + 1 ) = 42 like this.
For query of example of 591361 is that first two digit is 59 then first digit will be 7 because of 7*7=49 now take +1 of first number which is 7 so 7+1 is 8 and multiply 8 with 7 which is 56. now compare 59 to 56. 59 is bigger than 56 so our answer last digit is big which is 9. so, answer is 769.
ye hui na baat.....
If you know the 2-digit squares, it will simplify the problem greatly. I know that 52^2 is 2704, so 520^2 = 270,400. That is only a little less than my desired answer, and to get a final digit of 9 in the answer the square must be either 523 or 527. 523 seems more likely and I can check both sides of the equation by casting out elevens. 523 is correct because I get a 3/11 remainder on both sides of the equation.
This is the BEST TRICK EVER this enven helps me compute millions and billions digit square root
Using traditional method itself u r calculating half of the root, there ll be only one step remaining.
Anyhow thanks for ur gud work
In 23:06 for √591361 we got (761) square and (791) square. For this (761) square we get a root digit as 7.
Root no. of both 761 & 769 is 7.....what to do thr??????
calculate the square of 765 and see if it is greater than or less than given square and u'll find the answer within the range.
i have a solution for this
sqrt (579121)
7 6 1 or 7 6 9 by above method
Now observe first 4 digits ie., 5791
now calculate (76)sqr and next number (77)sqr
76 x 76 = 5776 &
77 x 77 = 5926
from above we observe that 5776 is near to 5791 means 761 will be the answer.
Similarly sqrt(591361)
same 7 6 1 or 7 6 9 by above method
here 5913 near to 5926 so here 769 is answer.
@@cubsden5573 yes this s the right way
Thnx for ur efforts best thing is aap oro ki trh time waste nhi krte
Need single button to put 100likes for these video.
Thank you sir.
You are right sir. You have already mentioned that this method is not applicable for all the problems which I understood. Your way of explanation is very excellent. Thanks a lot.
√591361
(761)^2=5*5=25=7Digital root
(769)^2=4*4=16=7Digital Root
Sir, Which which one is correct ?
hey you are right man which one is correct
Ya correct which one is answer
I'm also
Calculate square of those two numbers up to last two digits to identify like 761-21. 769-61
Root digit for 761 is 9 bro..calculate correctly first..
What a attitude.. really I became a huge fan for your teaching
Thank you so much for this video
It helped me a lot
We're u from
Sir, i love your vdos! You explain very nicely in a simple, easy to understand, method. Best thing is that you do many examples to help us understand the method better! Thanks!
Sir how can find 5 digit square root
Am just watching your classes since 2 days and your explanation is very nice keep it up and I wish you all success in your life. Thank you...
Sir root of 591361 uni digit is not ok both last 761*761=7
And 769*769=7
How can we find answers???
Thank you sir
If both digit total are same then how to find the correct answers
BIG FAN OF UR TEACHING TECHNIQUES! AWESOME! I UNDERSTAND! SOOOO EASY
Sir when you uploaded video my face like😊😊😊😊😊your video very helpful for us and 1 request plz maked d videos on series and puzzle topic
same here
What exam u r preparing
Divya Agarwal ☺
Rajkumar Ramaiahgari 😂😂😂
761^2 root digit also 7 and root digit for 769^2 also 7. pls check it again
Thank you so much for the video. Unfortunately it is too late for me. If teachers during my time taught maths like this I wouldnt have hated the subject. However, thanks to you I have now taken an interest in maths again.
sir you have been a great inspiration to all ! thanks for Ur amazing videos ! please make some videos on mensuration
Superb sir👌👌This is the only channel which gives the knowledge for solving the problem within seconds... Tq a lot sir..
thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks because of your help I am able to solve square root thank you very much 😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊
sir,the concept for finding square root of 6 digit by finding out root digit is confusing in a condition where,the root digit of two options(i.e smaller and bigger number) is same and equal to the root digit of given number.like in the case of 591361.is it 761 or 769.root digit for both is 7.
Thank u soo much sir we're blessed to know these tricks on free basis...☺
Wow,I never thought a way like this and hats off to u. The teaching is gud and I hope that this "fast-track" method helps all in need of learning how to find a square root of a 6 digit number
Thanks alot
And kindly publish more and more videos like this......
Hello 5*5=25 not 27 bro in 23:16 mins late paruga bro
Yes u are right.........but how can i solve it.......because 5*5 is 25.....so it also 7.........same same........what will be the answer.....
Exceptional cases found: √591361, √100489, √99856, etc.
Overall ... Thumbs up 👍
Ok but who tf gives us perfect squares in competative exams
There is a logic and general trend in every competative exams, question will be based on perfect square and perfect cubes only...🔥
Your fantastic bro, absolutely mind blowing technique
Sir kindly upload IBPS po revision 2
sir excellent no one can teach like u ,i am fascinated by the way you teach
761 ^2root dgit is 7 too
We can take as 5+5=10
In next step 102+2 =104
i. e., we can add units place digit
U said that 5 *5 will be 27 But ur teaching is vry usfl
Savitha TP
very good explanation.. simply superb.
Sir 761 or 769 hv same root digit 7
swati tyagi u r right
Yes I have this doubt
i agree with you
Then calculate 760 square and 770 square..choose the answer which is nearer..
same issue dear
Nice video sir! Really helpful trick!
For query of example of 591361 is that first two digit is 59 then first digit will be 7 because of 7*7=49 now take +1 of first number which is 7 so 7+1 is 8 and multiply 8 with 7 which is 56. now compare 59 to 56. 59 is bigger than 56 so our answer last digit is big which is 9. so, answer is 769.
After watching this vdo only one word came from my mouth 'Great'....👍👍👍
Sir i like your teaching skills I understood easily
I am Arts student I am totally weak in maths thanks for your teaching it's very useful for me
Thank you so much for your extraordinary teaching.... And I think cannot replace anyone
This is a great method for Square root. Bro, you are a great teacher. Thanks.
Teaching in an easier way sir 🙏🙏🙏yes sir alot.. I just learnt this from u👍👍we want teacher like u sir..
You’re welcome madam, I’m glad I could help.
Guyz, to answer your Question, since you have to chose between 1 and 9.. The basic selection is, since the 1st number is 7, multiply it by the next number so it's 7x8 it's equal to 56.. If the given is greater than the product, choose the higher number, if it's less than, choose the lower. In this case we've got 7x8 = 56, and 59 as the 1st two number on the given is greater than 56, so you choose 9 as the last number.. That's what we do in 4 digit square root. Thanks!
What to do when root value comes same? for 591361 two possible answers 761, and 769 root value is same for both i. e 7.
The way you teach Sir it's awesome...
Very excellent sir, your channel video are very comfortable to crack the competitive exam your are great most skillful in math.
Dear..
For 591361 : root digit 7
So to find & match the answers :
1) 761 x 761
= 14 x 14
= 5 x 5
= 25 i.e. 2+5 = 7 (matching root digit)
And
2) 769 x 769
= 22 x 22
= 4 x 4
= 16 i.e. 1+6 = 7 (matching root digit)
In this question, both the probable answers 761 and 769 are matching the root digit 7. How to decide tgat 769 is correct square root?
Excellent.....👍
Nice presentation....
I tried to find the square root of a number (732736), using the digital sum method you showed us. The results of the square roots I got were ( 854), and (856). The digital sums for all the three numbers (732736) , (856) and (854)come to (1). Then how can I certainly tell people which one is the correct answer in a situation like this? In the example you gave as 591361, the root digit for all the three numbers (761), and (769) is (7). Therefore how do you choose 769 based on the root digit as an answer unless you use a calculator for verification.
I tooo have same prblm
Naa solve pnni paakumbothum samee
Soo ipdi prblm solve aayiruchunaa endha option choose pnnanum????
732736
Possible roots are 856 and 854 whose digital sum matches with that of the given number 732736.
In that case, multiply 85 by its next higher number,i.e.86.
85*86 = 7310
Compare this number with 36
7327 > 7310.
Hence choose the greater value number among 854 and 856.
So 856 is our answer.
@@nammalwarthiruvengadam2925 thnku so mch🙏
You are the much more knowledgeable to teach the ibps exam i like your shorcut method in square the number . I need how to find square root of the number and easy way to multification
Good day, Sir. Time is same for the traditional method and short-cut method. OK Sir, carry on. Thanks.
You’re welcome sir, I’m glad you liked my teaching.
Keep up
Thnx bro ur amazing I could no learn for exams better
Yes, the root digit for both the answers is 7. By mistake, Sir calculated 5x5=27=9. So, i think in this case might have to use the traditional method.
SSS this error what to do
Friends...don't think heavily...761 and 769 are both root digit...then we are calculate each other ..761 square=579121 and 769 square is 591361... that's the answer....
sir superb i understood completely yours method is super clean and there is no complications thank you so much . please upload some other different reasoning and aptitude questions
Good bro and so helpful to learn Live some more vedio like this type and super English to understand
u doing excellent bro.proud of u..all lessons are very neat
woww sir amazing video for learn square root trick
Dear Sir ! Thank U So Much ❤❤❤ from Northeast Assam. Lots of love
I’m grateful for your kind words, Thank you sir.
@@FeelFreetoLearnwelcome sir ❤ please don't say to me sir. I am your student Sir. Called Me MANAB JONSON