\fSuppose that h (x) is a continuous function and is defined for all x greater than or equal to 1. You are O (3, h (3)) is an absolute maximum. given that h (x) has critical points at x = 1, x = 3, and x = 5. If h '(x) is negative on the interval 1 5, what can be said about the point O (3, h (3)) is an absolute minimum. (3, h(3))? O (3, h (3)) is neither an absolute maximum nor an absolute minimum. O Nothing can be determined about the point (3, h (3))