Differential Equations

1. 1. Integrating Differential Equations Lecture Notes Homework
2. 2. Separable Differential Equations Lecture Notes Homework
3. 3. First Order Linear Differential Equations Lecture Notes Homework
4. 4. Some Substitution Methods and Exact Equations Lecture Notes Homework
5. 5. Population Models Lecture Notes Homework
6. 6. Velocity and Acceleration Models Lecture Notes Homework
7. 7. Second Order Linear Differential Equations Lecture Notes Homework
8. 8. Higher Order Linear Differential Equations Lecture Notes Homework
9. 9. Homogeneous Equations with Constant Coefficients Lecture Notes Homework
10. 10. Vibrating Springs Lecture Notes Homework
11. 11. Nonhomogeneous Equations- The Methods of Undetermined Coefficients and Variation of Parameters Lecture Notes Homework
12. 12. Electrical Circuits Lecture Notes Homework
13. 13. Elementary Power Series Solutions Lecture Notes Homework
14. 14. Series Solutions Near Ordinary Points Lecture Notes Homework
15. 15. Series Solutions Near Regular Singular Points, the Frobenius Method Lecture Notes Homework
16. 16. Series Solutions Near Regular SIngular Points, r1-r2 is an integer Lecture Notes Homework
17. 17. The Gamma Function and Bessel Functions Lecture Notes Homework
18. 18. Laplace Transforms Lecture Notes Homework
19. 19. Solving Initial Value Problems with Laplace Transforms Lecture Notes Homework
20. 20. Translation of Laplace Transforms and Partial Fractions Lecture Notes Homework
21. 21. The Convolution Theorem, Derivatives and Integrals of Transforms Lecture Notes Homework
22. 22. Piecewise Continuous Functions Lecture Notes Homework