Acquaint
(A brief introduction to
Maple – Chapter 1)
|
Requisite
Integration Skills
( How to integrate with
Maple – Chapter 1)
|
Separable
Differential Equations
(Chapter 2)
|
Direction
Fields and Solution Curves
Sketching Solutions
(Chapter 3)
|
Euler Polygonal Curves
(Chapter 4)
|
Euler’s
Method
(Chapter 4)
|
Linear
Equations
(Chapter 5)
|
Classification of ODEs
& Suggested Solution Methods
(Chapters 2, 5, and 8)
|
A Salt and Water Mixture Problem
(Chapter 6)
|
Modeling
Abrupt Changes
(Chapter 7)
|
Population
of Mustangs on a New Mexico Ranch
(Chapter 7)
|
Dirac
Delta Function
(Chapter 7)
|
Total
Derivatives & Differentials
(Chapter 8)
|
Linear
Second-Order Homogeneous Equations
(Chapter 9)
|
Nonhomogeneous
Equations
Cauchy-Euler
Equations
(Chapter 10)
|
Laplace Transforms of
Functions
Method
of Laplace Transforms for Solving ODEs
Inverse Laplace Transforms
(Chapters 13 & 14)
|
* Maple
Assignments or Examples *
** Maple Worksheets from Previous Semesters **
Classical
Numerical Methods I (Euler’s Method; Introduction to Heun’s Method / ClassNum.mws)
Classical
Numerical Methods II (Heun’s Method; fourth order Runge-Kutta Method / HeunRK4.mws)
* Past Maple Assignments or
Examples *
Chapter 4: Problem 8 on page 97
Problem 9 on
p. 151 (The population
of mustangs on a
Problems 30 & 32
on p.53 ( Separable equations
/ separ2.mws)
Problem 5 on p.79
( Euler, Heun, Runge-Kutta Methods / Prob5p79.mws)
A Compartment Example:
The Bucket Problem (bucket.mws)
Problem 25 on p. 95
(The Error Function
/ Prob25p95.mws)
Problem 28 on p. 123
(a logistic
equation / Logistic.mws)
Problem 7
on p.68 (Quadratic Drag Model)
Solution of a Second-Order
Differential Equation Using Laplace Transform Methods (LaplaceDEans.mws)