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Missing digit |
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| Dec3-04, 10:26 AM | #1 |
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Missing digit
I have a five digit number - no, it's not that easy
I rearrange the digits and subtract the smaller number from the larger. The difference is also a five digit number. I jumble up the digits of the difference. Four of the digits of the difference are 2172. What's the missing digit of the difference? |
| Dec4-04, 06:39 AM | #2 |
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brute force , hapahazard hand waving and abra cadabras are giving me the missing digit as ::6::
Let me see if i can see through some technique here .... interesting problem btw. -- AI |
| Dec4-04, 07:50 AM | #3 |
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Recognitions:
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The missing digit would have to be 6 since the difference must be a multiple of 9.
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| Dec4-04, 08:12 AM | #4 |
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Missing digit
duh! ofcourse!
-- AI **i should sincerely stop playing notpron, i am losing sight of the obvious** |
| Dec5-04, 04:23 PM | #5 |
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i'm missing something, why does it have to be a multiple of 9?
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| Dec5-04, 10:18 PM | #6 |
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So, for each digit A , you have: A*10^n - A*10^m = A*(10^n - 10^m) which is multiple of 9 . |
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