Files for ma321
Pick up worksheets (*.mws or *.txt files) and postscript
(*.ps) files here. The worksheets can be downloaded to a floppy. Postscript
files can be viewed with ghostview.
hand1.mws This worksheet explains a little
bit about Maple.
hand2.mws This worksheet gives more details
hand2.ps postscript version
Two problems from the text (probs1.mws)
An assignment on Taylor Series (taylor.mws)
An assignment on Taylor Series (postscript)
Notes on the assignment (mws) Shows how to
export Maple procedures to C++
Notes on the assignment (ps)
Use of Taylor series in numerical differentiation
Solution to Taylor Series assignment(.mws)
Includes homework assignment for 9/12
More notesMore notes on Numerical differentiation(mws)
Maple project 1a (mws)A project on numerical
Maple project 1b (mws)A project on machine
Maple project 1c (mws)A project on polynomial
Inverting a function (mws) Some notes on bisection
and Newton's method for solving equations.
Inverting a transformation (mws)
Generalizing Newton's method to solving 2 equations in 2 variables.
Using polynomial interpolation to invert functions.
Errors in interpolation (mws)
Some of the theorems.
A Maple project candidate.
Cubic Splines (mws). How to write your name.
Least squares fit(mws). Approximating data.
Least squares fit II(mws). Approximating data with linear splines. (A Maple Project on basic cubic splines)
Review for exam 2 (mws). Solution to review
questions for exam 2.
Ill-conditioned systems (mws).An example using Chebychev polynomials.
A Maple project on Chebychev polynomials (mws)..
Adaptive Simpson integration(mws) An
application to parameterizing a curve by arc length.
Numerical Multiple integration(mws)A primer.
Taylor series methods for IVPs(mws)Numerical solutions to differential equations (part 1).
Final project--Part 1(mws)
Runge Kutta methods for IVPs(mws)Numerical solutions to differential equations (part 2). Also, Part 2 of the Final Project.
Walking the rock.(mws)
A final review.(mws)