Runge-Kutta's Method (basic)

Name:         Runkm: runkutg, runkutt
Author:       Wilson W. Ng   Waesh@yahoo.com
Version:      1.1
Machine:      TI-82, TI-83, and TI-83plus
Released:     June 15, 2002
Description:  Numerical solution for differential equations. Same as Improved
		Euler's method, but more accurate. Table and graph option included.

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Instructions
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Runkutg and runkutt are subroutines. Run Runkm as the main program and hit
enter at title screen.

For the 82, go to the graph menu and enter your equation

(Y1) enter your equation
(X) initial x-value
(Y) initial y-value
(H) step size

(N) number of points for table only


Example:
	dy/dy = -2xy^2 	f(-2) = 0.2

Enter -2x*Y^2 for (Y1)

-2 for (X)

0.2 for (Y)

0.1 for (H)

Then select graph or table.

40 for (N) table option only


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Known Problems
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None.


If you find any more bugs, have any ideas for improvements or just want
to send a comment, please contact me at:
waesh@yahoo.com


DO NOT SEPARATE THIS DOCUMENT FROM THIS PROGRAM!

Copyright (C) 2002 Wilson Ng
