dear tutor pls answer these questions:

of* (r) ac(x, r) ari ari X=X(16 points) Consider the Problem max my s.t. (so 1)2 + y? S 1 {my (a) (8 points) Solve the problem using the Kuhn-Tucker method. (b) (8 points) The Kuhn-Tucker conditions give you two solution candidates. The one with the largest function value is the solution. Is the other, i.e., the one that gives the lowest function value the solution to the following minimization problem? min my s.t. (m 1)2 + y2 S 1 my If not, what's the correct answer? (14 points) (a) (9 points) Solve the following problem for all values of the constant c : max f (x, y) = cx + y subject to g(x, y) = x2 + 3y?