These values exist at a function's critical points when the function is concave down.
These values exist at a function's critical points when the function is concave down. The graph of y equals x squared has no global one of these points, but y equals negative x squared has one at the origin. A function has one of these points where it stops (*) increasing and begins decreasing. For ten points, name these points, the highest point a graph reaches, contrasted with a function's minimum.
These values exist at a function's critical points when the function is concave down.
maximum (accept supremum)