Answer Happy

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: increasinie on (−2. 1) decreasing on (−5,3) and (0,5) abolite maximam at (15,1); no abrolute minimum increasine on (3,0) decreasing on (.5,−3) and (2,5) abrolute mavinum at (−5. 1t local maximum at (01​−1) and (2;−1); absolute minimum at (5,−4) increasing on (−3 of decreasing on (−5,−3) and (2,5) abrolute mavimum at (−5,1) : local minimum at (−3,−4) and (5,−4) increxine on (3,0) decreasing on (−5,−3) and (2,5) absolute makimum at (−5,1) absolute minimum at (5,−4)