1052546 can be divided by 11 :\ , let me sharp this method ,if after the sum , one number minus the other equals 11 or 0 the number can be divided by 11.
Number is divisible by 11 in 2 situations. Either difference between sum of alternate numbers is 0 or it is divisible by 11. In both situations, primary number is divisible by 11.
You are wrong 1052546 is divisible by 11 because 1+5+5+6=17 and now 2+4=6 so we have to subtract from 17-6 so after subtract we get 11 and 11 is divisible by 11 . In which way you saying is wrong that's why I said that is wrong
ruclips.net/channel/UCu31AnM-aeD7t5_aoPsXxbw ye ek chhoti si shuruvat h taki bache is bhisan COVID-19 jaisi situation m bhi ghr pr rehte hue apni science ki padhai kr ske kripya sahyog kijega channel ko subscribe kijiyega or video share kijyega🙏🙏
Thank you for asking. But there is one more way to check, if the sum of one minus the sum of other is equal to 11 or 0, then number is divisible by 11.
People come RUclips seeking help so plx try 2 post correct n authentic methods n stuff, now 1052546 is perfectly divisible by 11 and its answer is 95686
Thank you for asking. But there is one more way to check, if the sum of one minus the sum of other is equal to 11 or 0, then number is divisible by 11. Eg: 1052546 first sum = 17 and other sum = 6, so the difference between these sum =17-6=11. So this is divisible by 11.
1052546 can be divided by 11 :\ , let me sharp this method ,if after the sum , one number minus the other equals 11 or 0 the number can be divided by 11.
wow that was a solid example im looking for. thank u so much.
K good do video of how to check 25 is divisible or not
Thank you so much for this very simple method to see if divisible by 11. Really helped!!! 👍👍👍
Very nice bro mja aagya...👏👏👏👏
Tank you so much ergot it
I am so proud of it and it help iny homework
Super Anna thanks
In 2728 , 8+7=15 and 2+2=4 so 15 is not equal to 4 but 2728 is divisible by 11 . Plz Explain
This is not correct method
A number is divisible by 11 if the difference of the sum of alternate digits is divisible by 11. In above example 15-4=11. So 2728 is divisible by 11.
Number is divisible by 11 in 2 situations. Either difference between sum of alternate numbers is 0 or it is divisible by 11. In both situations, primary number is divisible by 11.
Thanks 😌😊 sir❤️
You are missing something of the trick. it is good but you need to know the full trick. 1052546 is divisible by 11 and the answer is 95686.
Wow so nice
thanks sir
Big thumbs up to you 👍
remember donot teach wrong thing. here 50248. isnot apply by this trick.
Laga raho bhi and thank you for your help
Just perfect 👍
That helped with my maths homework l. Thanks
It was very easy way 👍🏻👍🏻
THANKS A LOT
You are wrong 1052546 is divisible by 11 because 1+5+5+6=17 and now 2+4=6 so we have to subtract from 17-6 so after subtract we get 11 and 11 is divisible by 11 . In which way you saying is wrong that's why I said that is wrong
Great mathematician thank you it helped in my math homework
ruclips.net/channel/UCu31AnM-aeD7t5_aoPsXxbw ye ek chhoti si shuruvat h taki bache is bhisan COVID-19 jaisi situation m bhi ghr pr rehte hue apni science ki padhai kr ske kripya sahyog kijega channel ko subscribe kijiyega or video share kijyega🙏🙏
Thanks a lot it will helps me to attend my board exams fastly🤩😁😁😁🤝🤞🤞🤞
406839 is it divisible
Its not work for all
Wrong concept
FYI: 1052546 is divisible by 11
Thank you for asking.
But there is one more way to check, if the sum of one minus the sum of other is equal to 11 or 0, then number is divisible by 11.
People come RUclips seeking help so plx try 2 post correct n authentic methods n stuff, now 1052546 is perfectly divisible by 11 and its answer is 95686
Thank you for asking.
But there is one more way to check, if the sum of one minus the sum of other is equal to 11 or 0, then number is divisible by 11.
Eg: 1052546 first sum = 17 and other sum = 6, so the difference between these sum =17-6=11.
So this is divisible by 11.
5 digits u didn't gave
is the number 50259 divisible by 11? According to this video no, but it actually is. Conclusion: This video is bogus.
Not working
your method is wrong
75691 plz solve
If we add alternate digits of 75691 then sum will be 14.
7+6+1=14
5+9=14
So both are equal hence no. is divisible by 11.
Ty so much
very bad