| Catalog Data |
This course is an introduction to the concepts and methods of ordinary
differential equations. Topics include: first-order equations, elementary
numerical methods, qualitative analysis, second-order homogeneous linear
equations, the methods of undetermined coefficients and variation of parameters
for nonhomogeneous equations, Laplace transforms and models in science
and engineering.
Prerequisite: Math 132 |
||||||||||||||
| Textbook |
Ordinary Differential Equations: Concepts, Methods and
Models, L. C. Becker, CBU Press, 2007
|
||||||||||||||
| Calculator Policy |
You must use a graphing calculator, such as the TI-89, on assignments
and occasionally on tests.
|
||||||||||||||
| Computer Use | You must complete computer worksheets written with commercial software
called Maple.
|
||||||||||||||
| Prerequisites |
You must know the fundamentals of calculus, including the
definition of the derivative and basic methods of integration.
|
||||||||||||||
| Goals |
You will learn how to solve those ordinary differential equations that
are typically encountered in undergraduate science and engineering courses;
and, by discussing some simple applications, how to interpret some of these
equations and their solutions in a physical setting. You should understand
the rationale behind the various methods.
|
||||||||||||||
|
Syllabus |
|
||||||||||||||
| Final Exam |
The final exam is departmental and comprehensive.
|
||||||||||||||
| Resources |
The Math Center located in Science
116 and 151 offers free tutoring in differential equations.
|
||||||||||||||
| Attendance |
You must attend class regularly.
|