Suppose x and y are related by the equation -12x + x 3 + y + y
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Suppose x and y are related by the equation -12x + x3 + y + y2 = 4
(a) Find all critical points on the curve.
(b) Determine whether the critical points found in part (a) are relative maxima or relative minima by taking values of x nearby and solving for the corresponding values of y.
(c) Is there an absolute maximum or minimum for x and y in the relationship given in part (a)? Why or why not?
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