Extreme Value Theorem, Global vs Local Extrema, and Critical Points

This study guide covers the Extreme Value Theorem, differentiating between global and local extrema, and identifying critical points. It explains how to apply the Extreme Value Theorem to continuous functions on closed intervals. The guide also discusses finding critical points by checking where the derivative is zero or undefined. Practice problems involving identifying critical points and extrema from graphs, and applying the Extreme Value Theorem are included.