chap 6. q.1

Can you format the answer the way I am supposed to plug the answer, thnaks in advance

Klein Chemicals, Inc, produces a special oil-based material that is currently in short supply. Four of Klein's customers have already placed orders that together exceed the combined capacity of Klein's two plants. Kin's management faces the problem of deciding how many units it should supply to each customer. Because the four customers are in different industries, different prices can be charged because of the various industry pricing structures. However, slightly different production costs at the two plants and varying transportation costs between the plants and customers make a sell to the highest bidder strategy unacceptable. After considering price production costs, and transportation costs, el established the following profit per unit for each plant-customer alternative Customer D. D . $34 22 $40 Danville 3:34 50 528 The paradies and customer orders are as follows Capacity (units) Distributor Onders (units) Cinen Springe 5.000 P: 2,000 Danville 3.000 D 5,000 0 5.000 D 2050 (a) How many units should each plant produce for each customer to maximize profits? Optimal Solution Units Cost Clifton Springs- 0 $14 1x Clifton Springs-D2 4000 $0 X Clifton Springs- $ 2 X Clifton Springs- 1000 $10 X Danville-D, 2000 $10 X Danville-D2 0 $2 X Danville-D 0 $4 X x Danville- 1000 $0 x X Total Cost $ 12 X units (b) Which customer demands will not be met? Distributor 1 will have a shortfall of 2000 Distributor 2 will have a shortfall of 2000 Distributor 3 will have a shortfall of o Distributor 4 will have a shortfall of 2000 X units X units X units (o show your network model and linear programming formulation. 6) network model (Submit a file with a maximum size of 1 MB) Choose File No file chosen This answer has not been graded yet (1) Iinear programming formulation tet, number of units shipped to conting the indices from the given the (It may be necessary to combine parts dibutors in a single mode de toi this problem. Use index number for this type of enter in any unused anews) Max Orders from Clifton Springs X Orders from Danie136000 X orders from for Dummy Mode X Orders for D, 2000 Orders for D, o Orders for DO Orders for D. 1000 20 for alle