| Week | Chapter/Topic/Lab |
|---|
| 5 | Ch 2 Linear Equations of Higher Order\n* General solutions of linear equations\n* Homogeneous equations with constant coefficients\n* Mechanical vibrations |
| 6 | Ch 2 Linear Equations of Higher Order\n* Nonhomogeneous equations and underdetermined coefficients\n* Forced oscillations and resonance |
| 7 | Ch 2 Linear Equations of Higher Order\n* Electrical Circuits\n* The method of variation of parameters\n* Endpoint problems and eigenvalues |
| 8 | Ch 3 Power Series Methods\n* Test: Chapter 2\n* Review of power series\n* Series solutions near ordinary points\n* Regular singular points |
| 9 | Ch 3 Power Series Methods\n* Method of Frobenius and reduction of order\n* Test: Chapter 3 |
| 10 | Ch 4 Laplace Transform Methods\n* Laplace transforms and inverse transforms\n* Transformation of initial value problems |
| 11 | Ch 4 Laplace Transform Methods\n* Translation and partial fractions\n* Derivatives, integrals, and products of transforms |
| 12 | Ch 4 Laplace Transform Methods\n* Review of chapter 4\n* Test: Chapter 4 |
| 13 | Ch 5 Linear Systems of Differential Equations\n* First-order systems and applications\n* The method of elimination |
| 14 | Ch 5 Linear Systems of Differential Equations\n* Matrices and linear systems\n* The eigenvalue method for homogeneous equations |
| 15 | Ch 6 Numerical Methods\n* Numerical approximations: Euler's Method\n* The Runge-Kutta Method |
| 16 | Final Exam Week
Final Exam (Chapters 5&6) |