Use must use Exhibit A (below) to answer Questions 11-16. Exhibit A Davidson Electronics manufactures two LCD television monitors, identified as Model A and Model B. Each model has its lowest possible production cost when produced on Davidson's new production line. However, the new production line does not have the capacity to handle the total production of both models. As a result, at least some of the production must be routed to a higher-cost, old production line. The following table shows the minimum production requirements for next month, the production line capacities in units per month, and the production cost per unit for each production line. For contractual employment issues, the number of Model A units produced on the Old Line must be at least 30% of all units produced during the month on both production lines. Note, do not use integer variables to solve. Model A B Line Capacity Production Cost per Line New Line (N) Old Line (0) $25 $35 $15 $50 50,000 25,000 Min. Production Requirement 25.000 45,000 11) Use the information in Exhibit A. Which of the following sets the limit on the capacity for the New production line? A. 25AN + 15BN 50,000 C. AO + BO 25,000 B. BN+BO > 45,000 C. 15BN + 50BO 25,000 14) Use the information in Exhibit A. Which of the following is the constraint which ensures the number of Model A units produced on the Old Line is at least 30% of all units produced? A. AN+AO+BN + BO > 0.1 B. -0,3AN +0.7A0-0.3BN -0.3BOCO C. AO>0.3 D. -0.3AN +0.7A0 -0.3BN -0.3B0 >0 15) What is the expected production cost each month? A. $1,510,000 B. $1,712,000 C. $980.000 D. $212,000 16) How many of Model B are produced on the old line? A. 45,000 B. 0 C. 22,500 D. 35,000 Use must use Exhibit A (below) to answer Questions 11-16. Exhibit A Davidson Electronics manufactures two LCD television monitors, identified as Model A and Model B. Each model has its lowest possible production cost when produced on Davidson's new production line. However, the new production line does not have the capacity to handle the total production of both models. As a result, at least some of the production must be routed to a higher-cost, old production line. The following table shows the minimum production requirements for next month, the production line capacities in units per month, and the production cost per unit for each production line. For contractual employment issues, the number of Model A units produced on the Old Line must be at least 30% of all units produced during the month on both production lines. Note, do not use integer variables to solve. Model A B Line Capacity Production Cost per Line New Line (N) Old Line (0) $25 $35 $15 $50 50,000 25,000 Min. Production Requirement 25.000 45,000 11) Use the information in Exhibit A. Which of the following sets the limit on the capacity for the New production line? A. 25AN + 15BN 50,000 C. AO + BO 25,000 B. BN+BO > 45,000 C. 15BN + 50BO 25,000 14) Use the information in Exhibit A. Which of the following is the constraint which ensures the number of Model A units produced on the Old Line is at least 30% of all units produced? A. AN+AO+BN + BO > 0.1 B. -0,3AN +0.7A0-0.3BN -0.3BOCO C. AO>0.3 D. -0.3AN +0.7A0 -0.3BN -0.3B0 >0 15) What is the expected production cost each month? A. $1,510,000 B. $1,712,000 C. $980.000 D. $212,000 16) How many of Model B are produced on the old line? A. 45,000 B. 0 C. 22,500 D. 35,000