Скачать или смотреть CHAIN RULE TWICE! How to Apply the Cain Rule More Than Once to Find Derivative | Jake's Math Lessons

CHAIN RULE TWICE! How to Apply the Cain Rule More Than Once to Find Derivative | Jake's Math Lessons CHAIN RULE TWICE! How to Apply the Cain Rule More Than Once to Find Derivative | Jake's Math Lessons

chain rule can be challenging to apply in calculus. not only hard to identify when to use it but also taking that in actually applying the chain rule to find the derivative of a function.
and this is a special issue when you have a kind of complicated derivative and you have to apply the chain rule multiple times.
So today I want to show you an example of how you can applied the chain rule twice in one problem to find the derivative of a specific function.
and I want to show you kind of harder example today so that you don't get frightened seeing such problems. So without further due lets jump right into the problem

The problem we are discussing today is
y = cos[e^(3x^4-12x +2)]

Chapters
0:00 Chain Rule Can be challenging
0:17 I am going to show an example
0:43 We are going to find the derivative of this problem
1:32 Check out my study guide
1:48 To find a derivative we first need to figure out
2:47 start with outer most function
6:23 So now you can use chain rule more than once
6:50 Subscribe to my channel please!

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