This video provides a basic introduction into how to find the general solution to a differential equation using separation of variables. Several example problems are given and a complete walk through of how to solve them is provided.

Topics Covered:

1. What is a differential equation?
2. How to separate variables
3. Integrating to eliminate differentials
4. Integrals of trigonometric functions, linear, and quadratic functions
5. The meaning of the arbitrary constant "C"
6. How to absorb as many terms as possible into "C"
7. What does the general solution look like? (put y in terms of x with a constant "C")

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