Question

divisibility rule of 11​

Answer 1

Answer:

Step-by-step explanation:

Sum of the odd position digits and sum of even position digits, when taken the difference together should be multiple of 11.

Answer 2

According to the divisibility rule of 11, we must add the odd digits and then subtract from it the addition of even digits. If the answer is 0 or 11 or multiple 11, then the result is divisible by 11.

I'll give you an example

let us take a number

14641

$14641$

$1 + 6 + 1(alternate \: number) = 8$

$4 + 4(alternate \: number) = 8$

now

$8 - 8 = 0$

Hence divisible by 11

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