Primer on Solving Ordinary Differential Equations (CHAPTER 08.01)
Exact Solution of 1st order ODE: Another Example.
Topic Description
Learn how you can find the exact solution of a 1st order differential equation (with fixed constants) by using the classical solution technique (homogeneous and particular parts).
This video gives you an example of finding the exact solution of a first order differential equation with fixed constants by using the classical solution technique. In this example, the form of the forcing function f(x) and its derivatives matches the homogeneous part of the solution. So one needs to choose the next independent solutions for the particular part.
All Videos for this Topic
Exact Solution of 1st order ODE [YOUTUBE6:48] [TRANSCRIPT]
Exact Solution of 1st order ODE: Another Example [YOUTUBE7:37] [TRANSCRIPT]
Exact Solution of 2nd order ODE: Distinct Roots of Characteristic Equation [YOUTUBE 8:50] [TRANSCRIPT]
Exact Solution of 2nd order ODE: Repeated Roots of Characteristic Equation [YOUTUBE 8:41] [TRANSCRIPT]
Exact Solution of 2nd order ODE: Complex Roots of Characteristic Equation [YOUTUBE 9:34] [TRANSCRIPT]
Complete Resources
Get in one place the following: Primer on ODE