Take the derivative using the product rule and chain rule

The video tutorial explains how to find the derivatives of two functions, H(x) and G(x), using the product and chain rules. It begins by introducing the functions and then demonstrates the step-by-step process of calculating their derivatives. The tutorial emphasizes the application of the product rule to combine the derivatives, providing a comprehensive understanding of the process.

What is the first function defined as H of X?

Explain how to find the derivative of H of X using the product rule.

What is the derivative of G of X, and how is it derived?

Describe the chain rule as applied in the context of this lesson.

What is the final expression for the derivative of the product of H of X and G of X?