Math 391 Lecture 9 - SOLDEs with constant coefficients and the Existence and Uniqueness Theorem
Math 391 Lecture 9 - Killing the Doozie; Euler's equation; 2nd Order ODEs
Math 391 1XC Lecture 9 - Solutions to linear ODEs; Linear Independence and The Wronskian
Math 391 Lecture 16 - Higher Order Linear Differential Equations
Math 391 Lecture 11 - Why do nth order linear ODEs have n solutions?
Math 391 Lecture 4 - Homogeneous 1st order ODEs and modeling with first order linear ODEs
Compact Course on Mathematical Aspects of Euler Equations by Eduard Feireisl lecture 9
Math 391 Lecture 8 - Misc ODE problems and a Doozie
Math 391 Lecture 17 - Conclusion of higher order equations and Series Solutions to linear ODEs
Math 391 Lecture 21 - Finding Laplace Transforms and using them to solve ODEs
Math 391 1XC Lecture 8 - Second Order Linear ODEs with Constant Coefficients and Reduction of Order
Math 391 Lecture 8 - Some miscellaneous first order ODEs and Intro to Second order linear ODEs
Math 391 1XC Lecture 4 - Modeling with First Order ODEs: Mixture Problems and Continuous Compounding
CSE 391 20au, Lesson 9 Video 2: Math and Loops
Alg 1 Pgs. 390-391 #9
Math 391 Lecture 3 - Homogeneous first order differential equations
Modeling Real-World Equations with Sinusoidal Functions HW:391(9,13)
Math 391 Lecture 11 - Complex roots - Repeated roots - Reduction of order
Lecture 17 Series solution for Legendre Differential Equation [Lectures in ODE] by Dr. Amit Mahajan
Math 391 Lecture 14 - Mechanical Vibrations - Motion of a mass at the end of a vibrating spring
Math 391 Lecture 1 - Intro and a very brief (and incomplete) overview of ODEs
Lecture 9 3 2014 PDEs Separation of Variables and Integrating Factor
Math 391 Lecture 10 - The Wronskian and what it tells us about solutions to SOLDEs
Math 391 Lecture 5 - Modeling with linear equations continued - Mixture Problems
Core Subjects EC 6 Math 9
![Lecture 17 Series solution for Legendre Differential Equation [Lectures in ODE] by Dr. Amit Mahajan](https://img.youtube.com/vi/VDp7qjvFz_o/0.jpg)
