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From:
Matthew Korfhage
To:
,
Date:
Fri, 06 Apr 2001 09:37:57 -0700
Subject:
[idm] Puzzle for the chamber
Msg-Id:
<F49TVt9gSmJonHJuBWy000003f7@hotmail.com>
Mbox:
idm.0104.gz
I'm on digest, so this was probably already responded to, but: Oh come on, end the geek parade. Didn't we all figure this sort of thing out watching Square One when we were little? Simple algebra: (10x + y) - (x + y) = 9x All you have to do, when given the number, is add whatever number would make the sum of the digits divisible by 9. Here, prove this instead: x^n + y^n = z^n has no solutions for n >=3 M. Brian MacDonald <brianm@kuci.org> wrote:
quoted 20 lines * Think of any number that has at least two digits. (The number cannot be>* Think of any number that has at least two digits. (The number cannot be >all zeroes) > >* Add up all the digits in that number > >* Subtract this total from the original number > >* Scratch out one of the digits from this result, as long as it is NOT a >zero. > >* Give me the list of the remaining digits. (If there are no remaining >digits, you must tell me "there are no remaining digits") > >..and.. > ><HEAVY REVERB> >I WILL TELL YOU WHAT DIGIT YOU SCRATCHED OUT!!! ></HEAVY REVERB> > >What is my secret? And why does it work?
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