In Exercises 75-80, you will use a CAS to help find the absolute extrema of the given function over the specified closed interval. Perform the following steps. [ a. Plot the function over the interval to see its general behavior there.; b. Find the interior points where f^'=0 . (In some exercises,; you may have to use the numerical equation solver to approximate; a solution.) You may want to plot f^' as well.; c. Find the interior points where f^' does not exist.; d. Evaluate the function at all points found in parts (b) and (c); and at the endpoints of the interval.; e. Find the function #x27;s absolute extreme values on the interval; and identify where they occur. ] f(x)=x^2 / 3(3-x), [-2,2]
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understanding maximum and minimum values in calculus 1/ab, local vs global (absolute) extrema
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