97215*6, in this no what should we put in place of * to make it completely divisible by 11?
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Condition for the Divisibility of 11 is
difference of (sum of the odd digits & the even digits)= zero or multiples of 11
So the given number is
9 7 2 1 5 * 6
sum of the odd digit = 9+2+5+6 = 22
sum of the even digit = 7+1+* = 8 + *
so,
22 - (8 + * ) = 0 or multiples of 11
14 - * = 0 or (11, 22, 33, 44.....)
if zero is taken
14 - * = 0
* = 14 but this not possible because we need only one digit.
14 - * = 11
* = 14 - 11
* = 3
so the missing number is 3
difference of (sum of the odd digits & the even digits)= zero or multiples of 11
So the given number is
9 7 2 1 5 * 6
sum of the odd digit = 9+2+5+6 = 22
sum of the even digit = 7+1+* = 8 + *
so,
22 - (8 + * ) = 0 or multiples of 11
14 - * = 0 or (11, 22, 33, 44.....)
if zero is taken
14 - * = 0
* = 14 but this not possible because we need only one digit.
14 - * = 11
* = 14 - 11
* = 3
so the missing number is 3
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