[TIB] Re: solver

[TIB] Re: solver

• To: <ti-basic@lists.ticalc.org>
• Subject: [TIB] Re: solver
• From: "Andrey" <ag_silver_83p@ameritech.net>
• Date: Thu, 12 Jun 2003 02:21:06 -0500
• References: <3EE68E98.9060902@rcn.com> <3EE6BB59.2000703@osu.edu> <3EE7726A.9010403@rcn.com> <3EE77A0F.2060106@osu.edu> <3EE77BB8.1020404@rcn.com> <3EE79848.9030402@osu.edu> <001501c330ad$85c98d80$6400a8c0@npcomp>
• Reply-To: ti-basic@lists.ticalc.org

Well, some equations have more than one answer, say, if there's trig
functions.  Also, it needs to find the value that's closest to the guess
that is provided.  Although I doubt that your method works except if the
graph would be either strictly increasing or decreasing.

----- Original Message ----- 
From: "Nick Peaden" <Nitrocloud@earthlink.net>
To: <ti-basic@lists.ticalc.org>
Sent: Thursday, June 12, 2003 1:40 AM
Subject: [TIB] Re: solver


> A quick way would be, check -inf, 0, +inf, then figure where it is out of
> those three and take half of the domain value (isn't perfect infinity,
> otherwise it wouldn't work), and work your way from there, much like the
> algorithm everyone uses for Guess The Number.

• [TIB] Re: solver
• From: Aaron Sarna <shoofy@rcn.com>

• [TIB] solver
• From: Aaron Sarna <shoofy@rcn.com>
• [TIB] Re: solver
• From: Robert Mohr <mohr.42@osu.edu>
• [TIB] Re: solver
• From: Aaron Sarna <shoofy@rcn.com>
• [TIB] Re: solver
• From: Robert Mohr <mohr.42@osu.edu>
• [TIB] Re: solver
• From: Aaron Sarna <shoofy@rcn.com>
• [TIB] Re: solver
• From: Robert Mohr <mohr.42@osu.edu>
• [TIB] Re: solver
• From: "Nick Peaden" <Nitrocloud@earthlink.net>

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