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A series of optimization problems, focusing on the application of calculus to find maximum and minimum values. It includes various examples and exercises designed to enhance understanding of optimization techniques. Topics such as finding critical points, using the first and second derivative tests, and applying these methods to real-world scenarios. It also provides detailed solutions and explanations to aid in problem-solving. The exercises cover a range of applications, including geometry, physics, and economics, making it a valuable resource for students studying calculus and related fields. Structured to facilitate learning and practice, with clear explanations and step-by-step solutions. It is suitable for students at the high school and university levels who are studying calculus and its applications.
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