Re: Infinite number of football teams

From: steven (stevenPANTSvh_at_pandora.be)
Date: 11/27/04


Date: Sat, 27 Nov 2004 17:08:59 GMT


"David Mooney" <dmooney@atmc.net> wrote in message
news:coa9tb$g4g$1@news3.infoave.net...
> Hi, this is my first post to this ng. I have a question that was posed to
me
> by my nephew. It goes something like this...
>
> There is an infinite number of football teams that play in a
> single-elimination tournament. All even numbered teams play an odd number
> team in the first round. The winners eliminate the losers then they in
turn
> play one another and eliminate another half. This goes on hundreds, if not
> thusands, of times. When is there less than an infinite amount of teams?
If
> there is always an infinite amount of teams no matter how many rounds are
> played, how do we know since an infinite amount has been eliminated?
>
> Can someone who is more knowledgeable on this answer this?
>
> thanks,
> David M
>

Please don't post your questions in other people's threads. It's not nice as
it messes up the thread and your question is more likely to go unnoticed,
too.



Relevant Pages

  • Re: Infinite number of football teams
    ... "David Mooney" wrote in message ... this is my first post to this ng. ... All even numbered teams play an odd number ... When is there less than an infinite amount of teams? ...
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  • Re: Infinite number of football teams
    ... this is my first post to this ng. ... All even numbered teams play an odd number ... > team in the first round. ... When is there less than an infinite amount of teams? ...
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  • Infinite number of football teams
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  • Re: Infinite number of football teams
    ... this is my first post to this ng. ... All even numbered teams play an odd number ... > team in the first round. ... When is there less than an infinite amount of teams? ...
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  • Infinite number of football teams
    ... this is my first post to this ng. ... All even numbered teams play an odd number ... team in the first round. ... When is there less than an infinite amount of teams? ...
    (sci.math)

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