Applied Calculus - Second Partial Derivatives

Описание к видео Applied Calculus - Second Partial Derivatives

We learn about the second partial derivatives of a 2-variable function. We describe what they represent geometrically, and we briefly discuss Clairaut's theorem, which says that the mixed xy- and yx-partial derivatives equal each other as long as they are continuous.

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Timestamps:
00:00 - Introduction
00:50 - Definition
03:58 - Example
06:46 - Geometric interpretation
10:30 - Equality of mixed partials

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