ANSWER THE QUESTION BELOW BASED UPON THIS INFORMATION (NOTE: THIS INFORMATION DOES NOT CHANGE FOR ALL PROBLEMS REGARDING TUCKER INC) Tucker Inc. produces high quality suits and sports coats for men. Each suit requires 1.3 hours of cutting time, 0.8 hours of sewing time and uses up 5 yards of material. Each suit provides a profit contribution of $195. Each sports coat uses 0.7 hours of cutting time, 0.8 hours of sewing time and uses 6 yards of material. The profit from each sports coat is $160. For the coming week 175 hours of cutting time, 190 hours of sewing time and 1300 yards of material are available. Additional cutting and sewing time can be obtained by scheduling overtime for these operations. Each hour of cutting overtime costs $16 and each hour of sewing overtime costs $12 . A maximum of 150 overtime hours are available (i.e., cutting overtime + sewing overtime must not exceed 150 hours). Marketing requirements specify a minimum of 120 suits and 80 sports coats need to be produced.

A How many suits are produced in the optimal solution?

B What is the SURPLUS variable value for the MIN_SUITS constraint?

C If emergency orders require purchase of additional yards of material, what is the maximum amount of money that Tucker should pay for ONE additional yard of material?

D If the number of cutting hours available is increased by ONE hour, the profit will increase by how much?

E If the total number of sewing hours available is increased by ONE hour, the profit will increase by how much?