X= Given the following nonlinear function with two variables x and y, f(x, y)=292 + 40 x4 - 32 y-80 x2 y + 41 y2 what is the values of x and y that minimize the function f(x, y) in the range Osxs20, Osys20 (constraints)? (round to the nearest integer) y= (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.)