Solve these problems:

\f| Find the open intervals on which the function is increasing and decreasing. Identify the function's local and absolute extreme values. if any. saying where they occur. 64324. 12345x increasing on (-2, U] and [21 4]: decreasing on (D. 2]; absolute maximum at [4. 6}: absolute minimum at [-2. CI} and (2. 0} increasing on (2. U] and [21 4]: decreasing on (D. 2]; absolute maximum at [4. 6}: local maximum at (D. 2}: absolute minimum at [-2. D] and {21 0} increasing on [2. U} and [21 4]: decreasing on (D. 2]: absolute maximum at [4, } andiDl}: absolute minimum at [-2. D] and [21 0] increasing on (2, 4}: decreasing on [0. 2]: absolute maximum at [4, 6}: local maximum at (D, 2}: absolute minimum at {-2, D) and (2. D}