Absolute Maximum
Definition
An absolute maximum refers to the highest point on an entire function over its entire domain.
Analogy
Think of an absolute maximum as being at the top of Mount Everest. It represents the highest elevation possible in relation to all other points around it.
Related terms
Critical Point: A critical point is a point on a function where the derivative is either zero or undefined.
Relative Extrema: Relative extrema refer to both local maxima and minima of a function.
Global Minimum: The global minimum is the lowest value that occurs over an entire function's domain.
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