This course covers solution methods for first
order linear, separable, homogeneous, and Bernoulli differential
equations. It also covers solutions of higher-order differential
equations with constant coefficients and systems of first-order
Solutions of systems of linear equations cover the
methods of Gauss-Jordan, Cramer's Rule and the inverse-matrix method.
Vector spaces, linear independence and basis are
covered in the context of solution spaces of linear systems.
The mathematical software Maple and Mathcad are
introduced and used in computer projects for solving differential
equations and systems of linear equations.