Syllabus
Last updated 11:58 AM, March 17, 2008.

Week
  Sections
1
1.1: Differential Equations Introduction
1.2: Separable Equations
1.3: Homogenous Equations
1.4: Exact Equations and Integrating Factor
2
1.5: First-Order Linear and Bernoulli Equations
5.1: Introduction of Linear Differential Equations
5.2: Polynomial Operator
5.3: Complex Solutions
5.4: Equations with Constants Coefficients
3
5.5: Cauchy-Euler Equations
5.7: The Method of Undetermined Coefficients
5.8: Variations of Parameters
Midterm Sections: 1.1-1.5, 5.1-5.5, 5.7, 5.8
4
6.2: First-Order Systems
6.4: Matrix Formulation with Constant Coefficients
6.5: Fundamental Sets of Solutions
6.6: Solutions by Characteristic Values
5
6.7: Repeated Characteristic Values
6.11: Nonhomogeneous Linear Systems
6
8.1: Numerical Approximation: Euler's Method
Final Comprehensive final exam: covers all the sections
Department of Mathematics