# In a six-digit number the sum of the digits in even places is 9 and the sum of the digits in odd places is 20 all such numbers are divisible by?

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So by divisibility rule of 11 we know that

we have to add all even digits and from there we have to substract the sum of all odd digits if the result is 0 or a mltiple of 11 then the number is divisible by 11 or not

so here

9 - 20 = -11

so -11 is a multiple of 11 so the number is divisible by 11.

we have to add all even digits and from there we have to substract the sum of all odd digits if the result is 0 or a mltiple of 11 then the number is divisible by 11 or not

so here

9 - 20 = -11

so -11 is a multiple of 11 so the number is divisible by 11.