This course is an introduction to the theory and application of ordinary differential equations and the

Laplace transform. The main objective is for the student to develop competency in the basic concepts and

master certain solution methods. Topics covered include linear and nonlinear first order equations; higher

order linear differential equations; undetermined coefficients method; variation of parameters method;

Cauchy-Euler equation; Laplace transform; linear systems solution; solution by series method.

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