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Chapter 3 discusses the applications of differentiation, focusing on the definitions and theorems related to extrema, including the Extreme Value Theorem which states that a continuous function on a closed interval must have both an absolute maximum and minimum. It also explains local extrema, critical numbers, and provides guidelines for finding extrema on closed intervals through examples. The chapter emphasizes that critical points may not always correspond to extreme values and outlines methods for iden

Author

Rabia Saeed

Language

EN