Differential Equations: Separable Variables (Section 2.2) | Math with Professor V

Definition of first-order separable differential equation. Three examples demonstrating how to solve these DE's while employing a variety of integration techniques. Solving for C using an initial condition.

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[georgesadler]

This is another solid lecture on separable first order differential equations. The techniques
of integration from calculus two is needed in ordinary differential equations. Students should take calculus two and review calculus one and two before attempting differential equations.

[valeriereid]

Thanks Professor V, this was very helpful.

[fstmr]

Hey, I find your videos very helpful! Thank you so much for making them.

I was wondering if you ever plan on making lecture videos for statistics?

[zb]

As I have commented before, these are outstanding lectures, and you're a fantastic teacher. The question I have for this series is what D.E. textbook are you using as a reference? Much appreciated.

[Mario_Emad]

Hi professor V, I did the integral at 15:20 using U-Sub but set U = tan3x instead, so the integral's final answer came to be -1/6 tan^2(3x) instead of -1/6 sec^2(3x) . I was wondering if this would still be considered correct or not.

[jonathannguyen]

I wish she could do some physics since I am studying calculus-based physics which drives me nuts