Tomorrow is my Differential Equation Final. My professor didn't show up to class yesterday, so no in-class review time. Anywho, I just thought I' share what I think I'm expected to know for tomorrow's exam.
How to identify and solve problems using:
I'll use this blog as a review sheet, so I'll be making a bunch of posts over today and tomorrow. Of course I've been studying, so this is more of a recall exercise.
How to identify and solve problems using:
- Laplace Transforms (with basic identities memorized, such as t^n, sinbx, e^(at), e^(at)cosbx, etc..)
- Convolution Theorem? (he only mentioned it for 5 minutes a week ago :-/)
- Power Series
- Reduction of Order
- Variation of Parameters
- Method of Undetermined Coefficients
- Riccatti Equations
- Cauchy-Euler
- Clairut
- Orthogonal trajectories
- Integrating Factors by Inspection
- Homogenous substitutions
- Bernouilli
- Exact
- Linear
- Seperable
I'll use this blog as a review sheet, so I'll be making a bunch of posts over today and tomorrow. Of course I've been studying, so this is more of a recall exercise.