**Question:**

Can anybody tell me short method for dividing an number with 11.. ?

Difference b/w even digit and odd digit should be divisible by 11 with remainder 0

The divisibility of 11- in a number the sum of place of even or odd of digits, if you get subtraction is zero or multiple of 11 then the number is divided by 11 always.

Thanks

If the difference b/w the even nd odd places digit iz 0 or either a no which iz divisible by11... then we can say that the perticular no iz divisble by __11__

Ohk I got it I got ..!! Thank u so much ..!!

Ok as u gave an example of 243672 k, u took 2 as odd number and second 2 as even.. I din understand that part ...

Let see one example,

Given no. Is 243672

Odd places digits are:- 2,3,7

And even places digits4,6,2.

Then adding the sum of odd digits:- 2+3+7= 12

Adding the sum of even digits:- 4+6+2=12

Difference of sum of odd digits & sum of even digits.

I.e. 12-12=0

Hence, 243672 is multiple of 11.

(sum of odd places digits- sum of even places digits), if the value comes 0 or multiple of 11 then it means the given number is divided by 11.

Bhai pls phir se describe kro kuch bhi samaj me nhi aaya.....

M so sorry .. but I did not understand.. please explain me d calculation again ..

Koi sankhya 11 se tbhi divide hogi jabki ikai se bayi our chalne par sam sthano ke anko ka yog and visam sthano ke anko ke yog ka antar 0 ho wah 11 se divide hogi.

Exampe;-) 23697069 me visam sthano ke anko ko yog - sam sthano ke anko ka yog =0

then 11 se divide hogi.

(9+0+0+3) - (6+7+6+9) =(21-21)=0

Di gai sankhya 11se divide hogi