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- Newsgroups: sci.logic
- Path: sparky!uunet!wupost!gumby!destroyer!ubc-cs!alberta!kakwa.ucs.ualberta.ca!access.usask.ca!ccu.umanitoba.ca!silver.cs.umanitoba.ca!sbloch
- From: sbloch@silver.cs.umanitoba.ca (Stephen Bloch)
- Subject: Re: enigma
- Message-ID: <1992Sep8.221339.174@ccu.umanitoba.ca>
- Sender: news@ccu.umanitoba.ca
- Nntp-Posting-Host: silver.cs.umanitoba.ca
- Organization: Computer Science, University of Manitoba, Winnipeg, Canada
- References: <Bu26KK.DEB@ireq.hydro.qc.ca> <1992Sep4.230629.2695@wdl.loral.com>
- Distribution: na
- Date: Tue, 8 Sep 1992 22:13:39 GMT
- Lines: 26
-
- bouchard@ireq.hydro.qc.ca (Marco Bouchard ETUDIANT sept-dec 92) writes:
- >You have 10 vending machines to fill out with chocolate bars. In fact,
- >after finishing to put the chocolate, you remember that you had 9 boxes
- >of chocolate bars of 100g. and one box of bars of 90g and you gotta know
- >in which machine you put those of 90g....
- >You can weigh as [many]
- >bars as you want, but you can take one measure.
-
- mab@wdl39.wdl.loral.com (Mark A Biggar) replies:
- >Take 1 bar from machine #1, 2 bars from machine #2, ... and 10 bars from
- >machine #10. Weight the whole set of bars. The expected weight is 5500g.
- >But some of the bars weight only 90g, so the actual weight will be some
- >number of 10g increments less then 5500g, that number is the number of the
- >machine with the 90g bars.
-
- Of course, this approach can be generalized to handle the case in
- which you're not sure how many of the boxes were underweight: take 1
- bar from machine #1, 2 from #2, 4 from #3, 8 from #4, etc. Only
- problem is, one of the vending machines has to be capable of holding
- 1024 chocolate bars, and your scale has to be able to handle over 200 kg
- of chocolate. And then there's the question of what to DO with over
- 200 kg of chocolate... :-)
-
- --
- Stephen Bloch
- sbloch@silver.cs.umanitoba.ca
-