| Title | Summary |
|---|---|
| First-Order: Bernoulli Differential Equations | Paul's On-Line Notes on Bernoulli differential equations. |
| First-Order: Substitutions | Paul's On-Line Notes on using substitutions to solve first-order equations. They treat what we call "dilation invariant equations" for the case p = 1 , calling them "homogeneous equations". This name is fairly common, but we avoid it in order avoid confusion with homogeneous linear equations. They do not consider the case when p is not 1. They also treat what we call "linear augument equations" by two examples, but fail to discuss these equations in general. |
| First-Order Sunstitution Methods | Professor Mattuck (MIT video) solves some special equations by substitution. Specifically, he solves a Bernoulli equation and a dilation homogeneous (the case p = 1 ) equation. |
| Khan Academy First-Order Homogeneous Equations | Khan Academy video on just one of the special equations covered in our notes. |
| Khan Academy First-Order Homogeneous Equations 2 | Khan Academy video showing another example of the same type. |