Week1 
Basic Mathematical Models & Solutions of DE
Week2 
Classification of Differential Equations & Linear Equations, Method of Integrating Factors
Week3	
Separable Equations & Modeling with First Order Differential Equations
Week4	
Difference Between Linear and Nonlinear Eq. 
Week5	
Autonomous Equations, Population Dynamics & Exact Equations and Integrating Factors
Week6	
1st Exam
Homogenous Equations with Constant Coefficients & Fundamental Solutions
Week7	
Repeated Roots to Characteristic Equations & Complex Roots to Characteristic Equations
Week8	
Variation of Parameters & Mechanical and Electrical vibrations
Week9	
Variation of Parameters & Mechanical and Electrical vibrations
Week10	
Mid Exam
Week11	
General Theory of nth Order Linear Equations
Homogenous Equations with Constant Coefficients
Week12	
The Method of Undetermined Coefficients
The Method of Variation of Parameters
Week13	
2nd Exam
Week14
Power Series & Series Solutions Near an Ordinary Point
Regular Singular Points
Week15	
Euler Equations
Definition of the Laplace Transform
Week16
Solution of IVP
Step Functions
Week17
DE with Discontinuous Forcing Functions
Week18	
3rd Exam