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What is Understanding Monotonicity in Functions about?
The document defines monotonic and strictly monotonic functions on an interval. A function is monotonic if it is either non-decreasing or non-increasing on the interval. It is strictly monotonic if it is either strictly increasing or strictly decreasing. Examples of monotonicity are given through graphs. Tests for determining if a function is increasing or decreasing based on its derivative are provided. The concept of critical points as points where the derivative is zero or undefined is introduced. Exampl
- Author
- Er. Narender Singh
- Language
- EN