Only three whole numbers exist such that the digits from left to right are consecutive integers in increasing order and the number is divisible by 24. What are the three numbers?

Question

anonymous · Answer

you don't have that many choices

anonymous · Answer

Easy I know

anonymous · Answer

321
432
543
654
765
876
987

anonymous · Answer

oh i misread the qeustion
it does not say "3 digit number" does it?

anonymous · Answer

left to right, not right to left @Marki

anonymous · Answer

i read 3 digits :\

anonymous · Answer

haha k , i'll try again

anonymous · Answer

$$24\times 19=456$$

kainui · Answer

I'll check 123456789 for you. Ok, it's odd, not divisible by 24.

kainui · Answer

This seems like a project euler question...

anonymous · Answer

24=8*3
means sum of digits is divisible by 3 
and last 3 digits divides 8

anonymous · Answer

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