This section covers optimization, using calculus to find maximum or minimum values of functions in real-world applications. It explains setting up equations based on given constraints, finding critica...This section covers optimization, using calculus to find maximum or minimum values of functions in real-world applications. It explains setting up equations based on given constraints, finding critical points, and applying the first and second derivative tests to identify optimal solutions. Examples include problems in geometry, economics, and physics, illustrating practical uses of optimization.
