Consider the utty macmation problem marzo 4 in (1+x)+2in (1) subject to ex Ay cm, 20 y0 whore is a positive constant (a) Write down the Kuhn-Tucker conditions for a point oxy) to be a solution (b) The Kuhn-Tucker conditions we sufficient for an admissible pary) to be optimal provided the Lagrangionis concave any in the present problem is the Lagrangan concave or is it not concave Ich At the optimum, ix. 4ymor 9x + 4y O (2) >0&y=0 (4) * =0&y=0 In case the optimal solution is This is a valid solution with box and positive provided im Semply your answer. Type an integer or a simplified baction) we have the optimal chekce of -- m. This is avaldation provided in a positive and compon, which holds Smolly you are simplified fraction we have the optimal chce of 1 V The Son brondom post about which holds Consider the utty macmation problem marzo 4 in (1+x)+2in (1) subject to ex Ay cm, 20 y0 whore is a positive constant (a) Write down the Kuhn-Tucker conditions for a point oxy) to be a solution (b) The Kuhn-Tucker conditions we sufficient for an admissible pary) to be optimal provided the Lagrangionis concave any in the present problem is the Lagrangan concave or is it not concave Ich At the optimum, ix. 4ymor 9x + 4y O (2) >0&y=0 (4) * =0&y=0 In case the optimal solution is This is a valid solution with box and positive provided im Semply your answer. Type an integer or a simplified baction) we have the optimal chekce of -- m. This is avaldation provided in a positive and compon, which holds Smolly you are simplified fraction we have the optimal chce of 1 V The Son brondom post about which holds