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*   Rectangular Approximation Method for Integrals-Version 2.0    *
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*                        By: Matthew Norman                       *
*                   E-mail: matt83@netscape.net                   *
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*                                                                 *
**************EASY AS MESS INSTALLATION INSTRUCTIONS***************
*                                                                 *
*	1.  Load the group file, 'RAM.86g' to your calculator     *
*           using TI's Graphlink software.			  *
*	2.  Type 'RAM' on the home screen (without the single	  *
*	    quotes) and press enter.				  *
*	3.  There is no step three, but I like the number three,  *
*	    so I'll just add this one for the fun of it.	  *
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	I made this program because I was VERY bored, and I hate
the monotonous process of having to plug numbers into that crazy 
old R.A.M. formula.  There's not really much to say about it except
for the fact that it will delete y1-y8 of your functions (Unwanted
things happen when those stupid functions are there).  Also, it
turns the stat plots off.

	This program is made to calculate L-RAM, M-RAM, and R-RAM
integral approximations for pretty much any function you want on 
any interval you'd like.  You can also have as many subdivisions
as you want.  (for all you smart-tails out there that want an 
infinite number of subdivisions, common sense should tell you 
that that can't be done with ANY program.  That's why we have 
anti-differentiation...)

	Hmmmmm..., let's see..., the program is pretty much self-
explanatory.  If you don't understand what the prompts are asking
for, you obviously don't know enough calculus for this program to 
be useful to you on the AP Calculus exam/first-year college course.

	Feel free to use this program as much as you want, but I do
ask that if you want to give it to someone else, send them the ZIP
file over the internet with this README file with it.

	Most people put disclaimers & stuff with their programs,
but I see absolutely no need for one with this being a BASIC
program and stuff.  If your calculator screws up real bad, it's 
something you did, not my precious, innocent program.  There are 
several error-handling routines for those random friek mistakes 
that we all make; and frankly, there's only one way you can make
the program malfunction, and I didn't feel like making an error-
handler for it because anyone who makes the particular mistake 
that would cause the error is a very saddening person.

	Although I can't forsee any problems that might occur on
someone's calculator, some might still occur.  So e-mail me if 
you have any problems/disagreements with this program.

					   -Matt Norman
					    matt83@netscape.net