Determine from the given graph whether the function has any 3 absolute extreme values on [a. b]. Then explain how your 1 answer is consistent with the extreme value theorem. Determine whether the function has any absolute extreme values on [a. b]. Choose the correct answer below. [:1 A. The function has an absolute minimum value x = b but does not have an absolute maximum value on [a. b]. [:1 B. The function has an absolute maximum value at x = c2 and an absolute minimum value at x = b on [a. b]. [:1 C. The function does not have any absolute extreme values on [a. b]. (:1 D. The function has an absolute maximum value at x = c1 but does not have an absolute minimum value on [a. b]