Lecture Notes
| Week | Topic | Files |
|---|---|---|
| 1 | First Order Differential Equations | Notes Appendix |
| 2 | Strategies to Solve SOLVE First Order Differential Equations | Notes Appendix |
| 3 | Solutions to Homogeneous Linear 2nd Order ODE | Notes Appendix |
| 4 | Solutions to Non-Homogeneous Linear 2nd Order ODE | Notes Appendix |
| 5 | Engineering Applications of ODE | Notes Appendix |
| 6 | Power Series Solutions for Differential Equations | Notes |
| 7 | Frobenius Method | Notes |
| 8 | Laplace Transform | Notes |
| 9 | Laplace Transform Solutions for Differential Equations | Notes |
| 10 | Fourier Series & Its Application | Notes |
| 11 | Fourier Series Expansion & Its Application | Notes |
| 12 | Solving General Solution of Partial Differential Equation (PDE) | Notes Appendix |
| 13 | Solving General Solution of Laplace Equation | Notes |
| 14 | Solving General Solution of Heat Equation & Wave Equation | Notes |