Special Second-Order Differential Equations: Cauchy-Euler, Nonlinear, and More
By Professor Dave ExplainsFrom boclips.com
740.4K views
35.0K likes
We've covered the basics regarding second-order differential equations and their solutions, for both linear homogenous and nonhomogenous differential equations. Now let's look at some special second-order types, such as Cauchy-Euler, and nonlinear. These will be a bit trickier but they have some interesting applications so let's take a look!
Tags
Explainer
Computer Science
Algebra
Physical Sciences
Physics
Higher education
Secondary
Advanced Secondary
Comments
Leave a Comment
Comments are loading... If you don't see any, be the first to comment!
Related Videos
Exact First-Order Differential Equations
Professor Dave Explains
Linear Second-Order Differential Equations Part 1: Homogeneous Case
Professor Dave Explains
Linear First-Order Differential Equations
Professor Dave Explains
Separable First-Order Differential Equations
Professor Dave Explains
Homogeneous Differential Equations and Bernoulli Differential Equations
Professor Dave Explains
Numerical Methods for Solving Differential Equations
Professor Dave Explains
Power Series Solutions Part 1: Leibniz Method
Professor Dave Explains
Systems of Differential Equations Part 2: Matrices and Stability
Professor Dave Explains
e^(iπ) in 3.14 minutes, using dynamics | DE5
3Blue1Brown
This is why you're learning differential equations
Zach Star
