Remarks & instructions: 1. Do not scale any coercent or function. All coeficients must be numeri vahes 2. Right hand side of each constraint should be a nonnegative mimerk vale 3. Do not put any spaces, extra characters of explanations since these may render your swer incorrect 4. An empty box is considered incorrect and receives to point, A company produces a single type of product info factories (F1,F2 The customer demands must be met on time. Monthly demands for the product mantering and costs and production capacities are shown in the table below Demand Holling CON Manufacturing cost (Sun) Production capacity (units) Monin (unit) (5/montractory 1 (F1) Factory 2 (2) Factory 101) Factory 2 (2) M1 45 021 19 9:1 23 M2 10 0 15 81 33 42 At the beginning of month 1. the company has 10 units of the product in inventory For the decision variables, assume that shows the factory (1, 2 shows the month (12) at is the quantity produced in factory in month. It is the inventory it over at end of onth we would like to minimize the total cost during two months ( MM) for his problem using a inear program the below boxes accordingly x21 x12 22 114 12 (Objective & Objective Function) 11 11 12 F1 Choy in M1 X1 X21 X2 12 F1 Capacity 11 21 12 02. Capacity x11 21+ 22- 11 2 capacity 11 X21 X2 12 Inventory 12 92 11 Inventory balance in *111*12.22 Signe resinctions for type restrictions for it) Remarks & instructions: 1. Do not scale any coercent or function. All coeficients must be numeri vahes 2. Right hand side of each constraint should be a nonnegative mimerk vale 3. Do not put any spaces, extra characters of explanations since these may render your swer incorrect 4. An empty box is considered incorrect and receives to point, A company produces a single type of product info factories (F1,F2 The customer demands must be met on time. Monthly demands for the product mantering and costs and production capacities are shown in the table below Demand Holling CON Manufacturing cost (Sun) Production capacity (units) Monin (unit) (5/montractory 1 (F1) Factory 2 (2) Factory 101) Factory 2 (2) M1 45 021 19 9:1 23 M2 10 0 15 81 33 42 At the beginning of month 1. the company has 10 units of the product in inventory For the decision variables, assume that shows the factory (1, 2 shows the month (12) at is the quantity produced in factory in month. It is the inventory it over at end of onth we would like to minimize the total cost during two months ( MM) for his problem using a inear program the below boxes accordingly x21 x12 22 114 12 (Objective & Objective Function) 11 11 12 F1 Choy in M1 X1 X21 X2 12 F1 Capacity 11 21 12 02. Capacity x11 21+ 22- 11 2 capacity 11 X21 X2 12 Inventory 12 92 11 Inventory balance in *111*12.22 Signe resinctions for type restrictions for it)