| |
 |
|
|
|
| |
A complete
set of 40 Maple lessons for an undergraduate course
in PDE's. The course covers linear spaces; Fourier
series; symbolic solutions to the heat, wave and
Laplace equations with various boundary conditions;
numerical methods; and general theory of first-order
PDE's. |
|
|
|
| |
 |
|
 |
|
| |
A set of
Maple lessons for high school Precalculus or Elementary
Analysis. They are designed so that a teacher can
present each topic as he or she would during a normal
lecture but using Maple as the main presentation
tool. |
|
A set of Maple lessons
for high school Trigonometry. They are designed
so that a teacher can present each topic as he or
she would during a normal lecture but using Maple
as the main presentation tool. |
|
| |
 |
|
 |
|
| |
A set of
Maple lessons for high school Algebra I and Algebra
II. They are designed so that a teacher can present
each topic as he or she would during a normal lecture
but using Maple as the main presentation tool. |
|
A set of Maple lessons
for high school Geometry. They are designed so that
a teacher can present each topic as he or she would
during a normal lecture but using Maple as the main
presentation tool. |
|
| |
|
|
|
|
| |
A
set of 29 Maple lessons covering an undergraduate
course in Cryptography. Topics include the Caesar
cipher, the Vignere cipher, RSA, El Gammal, and
symmetric block ciphers such as baby DES, DES and
AES. |
|
A set of
Maple lessons to cover a complete undergraduate
course in Ordinary Differential Equations. Topics
include analytic solutions of 1st order DEs, graphical
solutions for IVPs, Laplace transforms and more. |
|
| |
 |
|
 |
|
| |
A complete
set of Maple lessons for 1st semester calculus including
topics such as differentiation rules, max and min
problems, mean value theorem, Riemann sums, the
Fundamental Theorem of Calculus and more. |
|
A complete
set of Maple lessons for 2nd semester calculus.
Topics include solids of revolution, applications
of integration, integration techniques, sequences,
Taylor series, conic sections and more. |
|
| |
 |
|
|
|
| |
A collection
of 25 classroom demos for 3rd semester calculus.
Topics include multivariable limits, bivariate Taylor
series, Lagrange multipliers, vector fields and
gradient fields. |
|
A set of
Maple lessons for a course in Calculus IV or Vector
Calculus. Using the new VectorCalculus package
in Maple 8, students are introduced to vector derivatives,
differential geometry, integrals over vector fields
and more. |
|
| |
 |
|
|
|
| |
100
student projects developed for the first three semesters
of calculus. Honors projects are included. |
|
This set
of 30 lessons covers a complete undergraduate course
in Linear Algebra. Topics include visualizing linear
transformations, eigenvalues and eigenvectors and
Fourier approximations. |
|
| |
|
|
 |
|
| |
This set
of lessons covering an undergraduate course in Abstract
Algebra. Topics include finite groups, subgroups,
and cyclic groups. |
|
A Maple
7 package for vector differential operations, curve
analysis, coordinate system conversions, and multiple
integrals. |
|
| |
 |
|
 |
|
| |
This package
of 49 Maple classroom modules is designed to enliven
the teaching of mathematics curricula at the high
school, community college and university levels.
|
|
This set
of 30 Maple classroom modules covers operations
on matrices with symbolic and numerical elements.
|
|
| |
 |
|
 |
|
| |
The
MathClass package provides Maple functions and techniques
for constructing textbook-quality mathematical diagrams.
|
|
This package
provides over 130 Maple functions for exploring
concepts in probability and statistics. |
|
Datasheet
