Derivatives of Composite Functions: The Chain Rule

The video tutorial explains the chain rule, a method for differentiating composite functions. It begins with an introduction to the necessity of the chain rule, followed by a detailed explanation of its application. The tutorial includes practice examples and advanced applications, such as combining the chain rule with product and quotient rules. It concludes with differentiating complex functions using the chain rule, emphasizing the importance of order and organization in solving problems.

Explain the process of differentiating a function that is a quotient of two other functions.

How do you apply the product rule in conjunction with the chain rule?

How do you differentiate sine of cosine of tangent of x using the chain rule?

What is the significance of using the chain rule when differentiating multiple functions?