Euler's Theorem - Part 3 | Partial Differentiation

Euler's homogeneous function theorem is a characterization of positively homogeneous differentiable functions, which may be considered as the fundamental theorem on homogeneous functions.

In this video you will learn
👉 Basics of Euler's Theorem
👉 Statement of Euler's Theorem for three variable
👉 Proof of Euler's Theorem with two variable
👉 Using Chain rule in Euler's Theorem for three variable
👉 Using Indices rule in Euler's Theorem for three variable

Content of this video:
00:00 Intro
00:44 Statement of Euler's Theorem for three variable
01:20 Proof of Euler's Theorem for three variable
02:57 Chain rule application in Euler's Theorem for three variable
04:18 Indices rule application in Euler's Theorem for three variable
08:27 Simplification

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