Çözüldü Divisibility by 9

Which of the following cannot be the difference between a whole number and the sum of its digits?
A) 13077
B) 5049
C) 3411
D) 2996
E) 1233
https://scontent-vie1-1.xx.fbcdn.ne...=26930fc5ee4ef79270db9fb59304c224&oe=5C9FD196
https://www.facebook.com/photo.php?...&set=gm.1434628753341330&type=3&theater&ifg=1

Any two digit whole number is (ab) and the difference asked in the problem: 10a + b - a - b = 9a
Any three digit whole number is (abc) and the difference asked in the problem: 100a + 10b + c - a - b - c = 99a + 9b = 9(11a + b)
...
The rule for the divisibility by 9 is that the sum of all the individual digits must be evenly divisible by 9, and only the number 2996 in choice D outside this rule is correct.

Note: Since the photo of the original question had been taken carelessly, choice C was corrected as required.