answer the A-D

Applying our Integer Programming knowledge and using Branch and Bound Method. solve for the Maximize Z of the problem below. 1.3% tailor makes wool tweed sport coats and wool slacks. He is able to get shipment of 150 square yards of wool cloth each month to make coats and slacks. and he has 200 hours of his own labor to make them each month. A coat requires 3 square yards of wool and 10 hours to make, and a pair of pants requires 5 yards of wooi and 4 hours to make. He earns P50 in prot from each coat he makes and P40 from each pair of slacks. He wants to know how many coats and slacks to produce to maximize prot. 1. Formulate an integer linear programming model. 2. Determine the integer solution to this problem using branch and bound method. Compare this solution with the solution without integer restrictions and indicate if the rounded-down solution would have been optimize. To do: A. Decision Variables B. Objective Function C. Model constraints D. Summary Model