Math Func v 6.01
BY
{SLY}MLange2064

-----------------------------------------------------------------------


Some of the programs with in the program Math Func automatically
convert Radians to Degrees or vice versa.
But some programs like Sides + Angles, you yourself must convert,
because the program can be used either way.

The Derivative Solver added to the program is by Vladimir Baran.
I have checked out the Solver and it works fine, but there are bugs.
I wouldn't rely on the Derivative Solver and only use it for complex
equations otherwise don't use it for simple equations.  You also need 
to understand what X^0 means cause that pops up a lot.  If you don't
know its 1. (below is directions for Derivative Solver)

This new Math Func now contains Euler for Calculus.  I added two 
versions of Euler.  The "Euler P" program will pause after each step.
The "Euler No P" program continues until the answer is found.  Use the
second program if your H is a small value.

This is a very simple program and there is not much need for help,
If you need any help or if there is an error in the program
email me at MLange2064@hotmail.com or go to my website at 
www.SLYCorp.cjb.net

-----------------------------------------------------------------------

SLY Corporation

COPYRIGHT (C) 2000

-----------------------------------------------------------------------

Derivative Solver by Vladimir Baranov

======================
Important Notice:
!Always for the power use ' ^ '

!Always close parentesess after sin, cos and tan

!this program does not support ln(),log or e^()

!supports sin,cos,tan, product rule + quation rule

!supports chain rule only for sin + cos +tan

!the length of the qution is not limited to the size

!write down on the paper everything before you press enter
because it will go to the next screen and everything before will
be erased

!USE * when doing multiplication between the terms

!DON'T USE PARENTESSES WHEN PUTING IN ANY OF THE EQUATIONS 
like: (x+2)*(sin(x)) or (x^2)/(3x^4-4x^3) 
should 
look
like: x+2*sin(x) or x^2*3x^4-4x^3


well, this version does not have everything in it
I hope later i would post an update 
=====================
Example:
y=x^2+cos(2x)

Output:
2x^1+
-sin(2x)*2x^0