🟦 Máximos y Mínimos de una Función (Criterio de la Primer Derivada) | Video 3

Summary

In this video, the process of calculating the first derivative of a function is explained step by step. The video demonstrates applying the quotient rule for derivatives, simplifying the resulting expression, and finding critical points by setting the derivative equal to zero. It also shows how to test for maximum or minimum values by evaluating the derivative at points around the critical value. The example concludes by identifying the maximum point of the function, located at x = 1/2, with coordinates (1/2, -8). The video is a helpful guide for understanding the process of differentiation and optimization.

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