Relative Minimum

Definition

A relative minimum is a point on a graph where the function reaches its lowest value within a specific interval. It is lower than all nearby points but may not be the absolute lowest point on the entire graph.

Related terms

Absolute Minimum: The absolute minimum is the lowest point on an entire graph or function.

Critical Point:

A critical point is where the derivative of a function equals zero or does not exist.

Local Minimum:

A local minimum refers to the lowest point within a small neighborhood around it, which may or may not be lower than other points outside that neighborhood.