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Education > Math Recreational > Re: Trisection ...
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Re: Trisection Solution

by Laurence Reeves <l@[EMAIL PROTECTED] > Apr 7, 2008 at 10:47 PM

hagman wrote:
> On 7 Apr., 12:21, Laurence Reeves <l...@[EMAIL PROTECTED]
> wrote:
<general snipage>
>> I think that the conditions for a solution to exist are simply that
each
>> of the three triangles formed above ABC must be possible individually.
> 
> No, this is not enough.
Acknowledged. My brain wasn't in gear. :)

-- 
Lau AS! d-(!) a++ c++++ p++ t+ f-- e++ h+ r--(+) n++(*) i++ P- m++
ASC Decoder at <http://www32.brinkster.com/ascdecode/>
 




 5 Posts in Topic:
Trisection Solution
"Jon G." <jo  2008-04-06 20:40:11 
Re: Trisection Solution
Laurence Reeves <l@[EM  2008-04-07 11:21:37 
Re: Trisection Solution
hagman <google@[EMAIL   2008-04-07 04:24:23 
Re: Trisection Solution
Laurence Reeves <l@[EM  2008-04-07 22:47:06 
Re: Trisection Solution
"Jon G." <jo  2008-04-08 08:26:49 

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tan12V112 Sat Aug 30 7:04:39 CDT 2008.