6 min read
This study guide covers the First Derivative Test for finding relative extrema (maxima and minima) of functions. It explains how to find critical points by setting the derivative equal to zero and analyzing the sign of the derivative around these points to classify them. The guide includes a walkthrough example with f(x) = x² and practice problems to apply the concept.
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Question 1 of 10
The First Derivative Test helps us identify what feature of a function? 🤔
Global extrema
Points of inflection
Relative (local) extrema
Concavity