Question: ag 2021) Saved Given the following nonlinear function with two variables x and y f(x,y)=29 - 6x + x2 +50*4- 100 x2y + 50 y2

ag 2021) Saved Given the following nonlinear function with two variables x and y f(x,y)=29 - 6x + x2 +50*4- 100 x2y + 50 y2 what is the values of x and y that minimize the function f(x,y) in the range Osxsto, Osys10(constraints)? (round to the nearest Integer) (round to the nearest integer) and the objective function value at this point is (round to the nearest integer) (Beware of potential local optimum. If you use GRG approach, try a few different starting points to avoid being trapped at a local minimum. Or, you can use the genetic algorithm (Evolutionary), which might take a while to solve (If that happens, solve other questions first while waiting for the result.)

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