Differential Equations (MAP 2302)
Here is our youtube channel for this course
| Week | Lecture | Assignments |
|---|---|---|
| 1 | Syllabus & Intro to Diff. Eqns. | |
| 2 | Initial Value Problems | |
| 3 | Variable Separable, | Lecture Video, Example #1, Example #2 |
| 4 | First Order Linear ODE – Homogeneous and non-Homogeneous, Bernoulli and Substitution Method | |
| 5 | Exact DE and Non-exact made Exact | |
| 6 | Homogeneous D.E, Review and Exam I on Feb. 16 | Homogeneous DE: Lecture Video, Example |
| 7 | Higher Order Linear DE with Constant Coefficients (HOLDECC) – Hom., Operators, Annihilators | |
| 8 | Operators, Annihilators and linear dependence, HOLDECC: Non-homogeneous and Review, Applications of HOLDECHomogeneous D.E, Review and Exam I on Feb. 16 | |
| 9 | Spring Break | |
| 10 | Reduction of Order: Homogeneous and Non-homogeneous | |
| 11 | Variation of Parameters (Wronskian), Review and Exam II on Mar. 23 | |
| 12 | Cauchy-Euler: Homogeneous | |
| 13 | Cauchy-Euler: Non-Homogeneous | |
| 14 | ODE Systems and Applications | |
| 15 | Laplace Transforms | |
| 16 | Laplace Transforms and Review | |
| Final Exam |
