7 min read
This study guide covers how to determine the intervals where a function is increasing or decreasing using the derivative. It explains that a positive derivative indicates an increasing function, while a negative derivative indicates a decreasing function. The guide emphasizes the importance of critical points (where the derivative is zero or undefined) in identifying these intervals. It provides a walkthrough example, step-by-step instructions, and practice problems to solidify understanding of this concept.
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Question 1 of 9
If the derivative of a function is positive at a point, what does this indicate about the behavior of the function at that point? 🚀
The function is decreasing
The function is increasing
The function has a critical point
The function is constant