Absolute maximums are the highest values that a function reaches over its entire domain. These points represent the global maximum and can occur at either critical points or endpoints of an interval.
Related terms
Local Maximums: Local maximums are points on a graph where a function reaches its highest value within a specific interval. They may not be as high as the absolute maximum but represent peaks within smaller regions.
End Behavior: End behavior refers to how a function behaves as x approaches positive or negative infinity. It helps determine if there is an absolute maximum or minimum.
Optimization problems involve finding extreme values (such as absolute maximum) based on certain constraints or conditions. These problems often require using calculus techniques to solve them effectively.