MTH-2210 - Differential Equations* (4)

Prerequisite: MTH-1210
Students learn to solve ordinary first order, higher order linear, and systems of differential equations. Matrix theory along with the eigenvalue problem is covered to provide a matrix approach to solving systems of differential equations. The Laplace Transform as an integral transform is defined and applied. Students apply their knowledge to problems of rate, falling bodies, growth and decay, cooling, series and simple harmonic motion. Some topics are supported by computer software.

List Course Outcomes (consistent for all sections)
CO1 - Solve ordinary first order, higher order linear, and systems of differential equations.

CO2 - Solve systems of differential equations using Matrix theory along with the eigenvalue problem.

CO3 - Define and apply the Laplace Transform as an integral transform.

CO4 - Solve problems of rate, falling bodies, growth and decay, cooling, series and simple harmonic motion.

CO5 - Use MATLAB software to analyze differential equations and their solutions.

CO6 - Present coherent conclusions to MATLAB assignments in a logical and convincing style.

View Course Sections