1	Introduction to Differential Equations, Modeling and Direction Fields.
2	Basics in Differential equations, initial conditions and boundary value problems.
3	Classification of Differential Equations.
4	1st order linear differential Equations: Seperable equations.
5	Integrating factor and solving differential equations using the integrating factor
6	Existance and Uniqueness Theorems.
7	Exact Differential Equations.
8	Bernoulli Differential Equations.
9	Riccati Differential Equations and solutions using change of variables.
10	2nd and higher order Linear Homogeneous Differential Equations.
11	Laplace Transforms
12	Laplace Transform for solving nonhomogeneous Differential Equations.
13	Modeling with Differential Equations in Electrical Engineering.
14	Differential Equations in Electrical Engineering and their solutions.

1-William E. Boyce, Richard C. DiPrima, Differencial Equations and Boundary Value Problems, John Wiley&Sons.
2-R. Kent Nagle, Edward B. Saff and A. David Snider, Fundementals of Differential Equations and Boundary Value Problems.