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Can you solve this puzzle?

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What is the largest four-digit number that can be formed by the numbers 3, 4, 5, and 6 that is not evenly divisible by 9?

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There isn't a number that can be formed by 3, 4, 5 and 6 that isn't evenly divisable by 9.
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6453

oops im wrong
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3456

6345

5634

4563

6543

3654

4365

5436

4563

3456

6345

5634

5346

6534

4653

3465

Those are all the possibilities, and all are divisible by nine. :)
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654.3

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9543
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that would be impossible because all the digits add up to 18 which is divisible by 9 so any answer could be divisible by 9!!!!!!!!!
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3+4+5+6 = 18

8+1 = 9

If the digits of any number added together = 9 then the number is always evenly divisible by 9

therefore, no combination of those 4 digits could ever not be evenly divisible by 9
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4365 i think
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6543
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