Derivando funciones compuestas 1 | Cálculo | Khan Academy en Español

Summary

This video explains how to find the derivative of the function f(x) = (cos(x))^3 using the chain rule. It walks through the process step by step, starting with the composition of two functions and how to apply the chain rule to differentiate them. The explanation is broken down into simpler concepts, such as deriving the function exterior and interior, using color-coded terms for clarity. The final result shows the derivative as -3cos(x)^2sin(x), with a focus on understanding the relationship between the functions and their derivatives. The tutorial is designed to help students grasp the concept of the chain rule more intuitively.

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