Dec 052017
 
Program and source for beginners to learn stacks in pPASCAL. simple. documentation incl.
File OPSTACK.ZIP from The Programmer’s Corner in
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Program and source for beginners to learn stacks in pPASCAL. simple. documentation incl.
File Name File Size Zip Size Zip Type
OPSTACK.EXE 6272 4557 deflated
OPSTACK.PAS 4156 1685 deflated
OPSTACK.TXT 4729 1867 deflated

Download File OPSTACK.ZIP Here

Contents of the OPSTACK.TXT file


OPSTACK! (C)1995 by Matt Hum
aka. Matt's Mathematical Gizmo Solver
All Rights Reserved

INTRODUCTION:
------------
This program is distributed to the Public Domain for use by people learning
PASCAL as a language. This is an example on usage of stacks. You may do
anything you wish to this piece of code, as long as I am not held responsible
for any damages that can occur from this piece of software or any modifications
made to the source by the user, or any virii in the software, as this software
is distributed VIRUS-FREE.

FULLY PARENTHIZED EXPRESSIONS:
-----------------------------
This program solves fully parenthisized mathematical equations. It will
understand the four basic mathematical operations:
+ Addition
- Subtraction
* Multiplcation
/ Division
NOTE: this program will not work with floating point real values, so the values
returned in the division, will be the whole number answer. for example:
7/3=2
4/3=1
1/2=0
the equation does have to be parenthized. this is
(a+b)
through this equation, an equation can be added upon to make it seem fairly
complex. one way of expansion is:
((a+b)*c)
this way there is no doubt of how the equation is to be solved (disregarding the
order of operations). For this matter:
(((((5+3)-(2*2))+6)*3)/2)
this equation will be solved in the following operation:
(((((8)-(4))+6)*3)/2)
((((4)+6)*3)/2)
(((10)*3)/2)
((30)/2)
15
your final answer is 15. this is an explanation of a fully parenthized
equation.

HOW IT WORKS:
------------
this program uses stacks. it has 2 seperate stacks. one stores numbers, and
the other stores operations. for information on stacks, see below. the program
reads in the characters, and it pushes them onto the number stack. if it comes
upon a operation, it pushes that onto the operation stack. when a closed, or
right parenthesis ")" is reached, it pops off the last 2 numbers, the last
operation, calculates the 2 numbers in memory with the operation it poped, and
pushes the answer onto the number stack. this way, the open, or left parentheses
"(" can almost be ignored! that's it. simple isn't it?
example: number operation
equation: ((((3+4)-(4-2))*3) stack stack
read in the data
3
3 +
4 3 +
on a ")" calculate the last 2
and push it 7
continue reading data 7 -
4 7 -
4 7 - -
2 4 7 - -
calculate 4-2 2 7 -
5
5 *
3 5 *
And at the end of the string
you have your answer -------------------> 15

STACKS:
------
a stack is a way of storing data. in a stack you can push(add) data, or
pop(remove) data from the stack. for stacks you push data onto the top of a
stack, and pop of the top of a stack. example:
current number current stack:
add to stack:
3 5 7 2
push stack 5 3
push stack 7 5 3
push stack 2 7 5 3
pop stack 7(in memory)
2(to push on stack) 5 3
push stack nil 2 5 3
that's the basics of a stack. one way to do this is to build this into a object.
some guidelines to follow:
1. don't get too complicated-complicated programs can often confuse the
programmer that wrote it, especially, if the programmer is inexperienced
2. if it doesn't work the first time, try, try again. this can be a little
frustrating, but i'll pay off, when you finally get it.
3. if it still doesn't work, try rewriting it. this can become monotonous,
but often this happens a lot in programming.
4. Enjoy programming. Have fun doing it.
Umm, that's all for now, look for other programs I release for beginners. Often
they will be written by either me, or in cooperation with Wavelength Software
Inc.

For any questions, comments, compliments (I hope)
you can reach me at the BioInsanity BBS
@(301)942-0504 between the hrs of 5pm-7am
or e-mail me on the internet at [email protected]


 December 5, 2017  Add comments

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