Question: Let the function h be defined as follows: h(x, y) =e*+ +e*-y_ 3 (a) Find all the stationary points of h and classify them.
Let the function h be defined as follows: h(x, y) =e*+ "+e*-y_ 3 (a) Find all the stationary points of h and classify them. (b) Is any of the stationary points a global extremum? Why or why not. Provide rigorous arguments.
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