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Gaming > Development Programming Algorithms > Re: Altitude of...
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Re: Altitude of a point in a triangle

by Tom Plunket <gamedev@[EMAIL PROTECTED] > Sep 25, 2006 at 02:28 PM

Erik Max Francis wrote:

> > So yeah, choose your Y so the point lies on the plane.  Simple enough
> > and absolutely not what came to mind upon reading the "how-to"
> > initially.  Strangely enough the solutions we provided are
algebraically
> > equivalent; they were simply provided with different means of looking
at
> > the problem.
> 
> Why is that strange?

Unfortunately sarcasm rarely comes across properly on tha intarweb!

-tom!

--
 




 17 Posts in Topic:
Altitude of a point in a triangle
Miss Elaine Eos <Misc@  2006-09-14 17:10:54 
Re: Altitude of a point in a triangle
Erik Max Francis <max@  2006-09-14 13:24:04 
Re: Altitude of a point in a triangle
Miss Elaine Eos <Misc@  2006-09-14 23:04:33 
Re: Altitude of a point in a triangle
Erik Max Francis <max@  2006-09-14 17:01:36 
Re: Altitude of a point in a triangle
"Alfie [UK]" &l  2006-09-15 02:04:43 
Re: Altitude of a point in a triangle
Erik Max Francis <max@  2006-09-15 13:49:39 
Re: Altitude of a point in a triangle
Miss Elaine Eos <Misc@  2006-09-15 01:12:41 
Re: Altitude of a point in a triangle
Erik Max Francis <max@  2006-09-15 13:49:09 
Re: Altitude of a point in a triangle
Tom Plunket <gamedev@[  2006-09-21 16:26:51 
Re: Altitude of a point in a triangle
Erik Max Francis <max@  2006-09-22 15:22:10 
Re: Altitude of a point in a triangle
Tom Plunket <gamedev@[  2006-09-23 19:12:17 
Re: Altitude of a point in a triangle
Erik Max Francis <max@  2006-09-23 19:22:19 
Re: Altitude of a point in a triangle
Tom Plunket <gamedev@[  2006-09-24 12:54:02 
Re: Altitude of a point in a triangle
Erik Max Francis <max@  2006-09-24 21:33:53 
Re: Altitude of a point in a triangle
Tom Plunket <gamedev@[  2006-09-25 14:28:47 
Re: Altitude of a point in a triangle
Erik Max Francis <max@  2006-09-25 15:58:10 
Re: Altitude of a point in a triangle
Miss Elaine Eos <Misc@  2006-09-15 01:04:18 

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