Absolute Minimum Value
Definition
The absolute minimum value of a function is the lowest point on the graph of the function over its entire domain.
Analogy
Think of a roller coaster track. The absolute minimum value is like the lowest point on the track, where you experience the least height or distance from the ground.
Related terms
Local Minimum: A local minimum is a low point on a graph within a specific interval but not necessarily the overall lowest point.
Critical Point: A critical point occurs when the derivative of a function is either zero or undefined. It can be associated with maximums, minimums, or inflection points.
Domain: The domain of a function consists of all possible input values (x-values) for which the function is defined and meaningful.
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