Determine from the graph whether the function has any absolute extreme values on [a, b]. Then explain how your answer is consistent with the extreme value theorem. Where do the absolute extreme values of the function occur on [a. b]? (:3 A. The absolute maximum occurs at x= d and the absolute minimum occurs at x =a on [a, b]. (:3 B. The absolute maximum occurs at x= d and there is no absolute minimum on [a, b]. (:3 C. There is no absolute maximum and the absolute minimum occurs at x =a on [a, b]. (:3 D. There is no absolute maximum and there is no absolute minimum on [a, b]. Explain the results in terms of the extreme value theorem. (:3 A. The function satisfies the criteria, so absolute extrema may or may not exist. [:3 B. The function does not satisfy the criteria, so absolute extrema may or may not exist. (:3 C. The function does not satisfy the criteria, so absolute extrema must not exist. [:3 D. The function satisfies the criteria. so absolute extrema must exist