[A83] Re: Pythagorean's theorem

[A83] Re: Pythagorean's theorem

• To: <assembly-83@lists.ticalc.org>
• Subject: [A83] Re: Pythagorean's theorem
• From: "David Phillips" <david@acz.org>
• Date: Sat, 9 Aug 2003 15:16:18 -0500
• References: <00a201c35ead$10ee1f20$04fe8842@kcll> <20030809194135.4975F7658C@smtp.us2.messagingengine.com>
• Reply-To: assembly-83@lists.ticalc.org

Patai Gergely writes:
> What exactly do you want? A distance formula? The tricky part is
> taking the square root fast. You could have a look at the Friden
> algorithm.

http://216.239.53.104/search?q=cache:http://www.macross2000.org/public/tutorials/friden.txt
http://216.239.53.104/search?q=cache:http://www.macross2000.org/public/tutorials/friden2.txt

The second one has some fast Z80 routines.

-- 
David Phillips <david@acz.org>
http://david.acz.org/

• [A83] Re: Pythagorean's theorem
• From: "Matthew Marshall" <mmarshall@myrealbox.com>

• [A83] Pythagorean's theorem
• From: "Matthew Marshall" <mmarshall@myrealbox.com>
• [A83] Re: Pythagorean's theorem
• From: "Patai Gergely" <patai_gergely@fastmail.fm>

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