Article View: k12.ed.math
Article #515Re: heres a question
From: I am a terminator.
Date: Mon, 25 Jan 1993 18:10
Date: Mon, 25 Jan 1993 18:10
32 lines
1683 bytes
1683 bytes
In article <41295.2B62BCAE@puddle.fidonet.org>, Brian.Mcdonald@p4.f18.n128.z1.fidonet.org (Brian Mcdonald) writes:
|> how many polygons are there that all its sides are longer than any of its
|> diagonals
All right! A COUNTING problem. Counting and categorizing are said to be the
two hardest topics in math. So let the count begin! Ha Ha Ha Ha (thunder
and lightning)
I submit the triangle to the count. For all x, if x is a diagonal of a
triangle, then every side of the triangle is longer than x. This is
true
because triangles have no diagonals. 1 Ha Ha Ha Ha (thunder and lightning)
I ask
(1) Prove that every polygon has a convex corner.
(2) What comes after the triangle? (Can I say 2 Ha Ha Ha Ha
3 Ha Ha Ha Ha?)
--
Henry Choy
choy@cs.usask.ca
What rolls down stairs alone or in pairs This has been brought to
Rolls over your neighbor's dog? you by the numbers 4
What's great for a snack and fits on your back? and 9 and the letter P.
It's Log, Log, Log! -- "The Log Song", from -- Big Bird
Ren & Stimpy
Math is tough! -- Barbie
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Path: arc1-ca.pugleaf.net!sparky!uunet!gossip.pyramid.com!decwrl!access.usask.ca!skorpio!choy From: choy@skorpio.usask.ca (I am a terminator.) Newsgroups: k12.ed.math Subject: Re: heres a question Date: 25 Jan 1993 18:10:16 GMT Organization: University of Saskatchewan, Saskatoon, Canada Lines: 32 Sender: choy@skorpio (I am a terminator.) Distribution: world Message-ID: <1k1ae8INNb09@access.usask.ca> References: <41295.2B62BCAE@puddle.fidonet.org> NNTP-Posting-Host: skorpio.usask.ca