I don't understand this at all like how did together 64/x^3. please explain this problem in great detail
no absolute maximum. Question Help no absolute minimum. Find the absolute maximum and minimum values of the function, if they exist, over the indicated interval. Also indicate the x-value at which each extremum occurs aximum 32 (x)=2x+-i (0,00) 0 B. There is no solution Notice that one critical value is outside the domain, so there is exactly one critical value in the domain. When f is a function such that f' (x) exists for every x in an interval I, and there is exactly one critical value c in l, for which f(o) - 0 the type of absolute extremum can be found using the sign of f "(o). The other extremum does not exist in this case f(c) is the absolute maximum value over l if '(c)o f(c) is the absolute minimum value over Iif f (c) 0 Find f (x). fx) 2-32 f"(x)- (Simplify your answer.) Evaluate the second derivative at the critical value x4 Question is complete. Tap on the red indicators to see incorrect answers All parts showing