Mernam D E 0 0 4 8 Maximization Problem Decision Variables Valley Nectar Wine x) Valley Red Wine Changing Variable Cells Objective Function Coefficients 9000 12000 Constraint: tons of grapes 8 Constraint: cubic yards of storage 5 Constraint: hours of processing 15 Constraint: demand limit o Constraint: demand limit if we increase the resources of hours processing in 4 units the new z value will be 108000 5 8 OOOOOO 64 50 120 7 7 1 0 0 1 Shadow price of cubic yards of storage is 25 Max z = 108 if we increase the resources of demand limit in 4 units the new z value will be 108000 Shadow price of hours of processing is -1 Max z = 100800, x1=6 and x2=4 if we increase the resources of tons of grapes in 4 units the new z value will be 110250 Shadow price of demand limit is -1 tons of grape is not binding All Solve the following problem, which option is TRUE. Maximization Problem Decision Variables Valley Nectar Wine (6) Valley Red Wine (*) Changing Variable Colls 0 Objective Function Coefficients 9000 12000 0 Constraint: tons of grapes Constraint: cubic yards of storage Constraint: hours of processing Constraint: demand limit Constraint: demand limit if we increase the resources of hours processing in 4 units the new z value will be 108000 8 5 4 5 15 1 0 0 0 0 3 0.000 64 50 120 7 7 1 O Shadow price of cubic yards of storage is 25 Max z = 108 if we increase the resources of demand limit in 4 units the new z value will be 108000 O Shadow price of hours of processing is -1 O Max z = 100800, X1=6 and x2=4 if we increase the resources of tons of grapes in 4 units the new z value will be 710250 Shadow price of demand limitis - 1 0 tons of grape is not binding All Mernam D E 0 0 4 8 Maximization Problem Decision Variables Valley Nectar Wine x) Valley Red Wine Changing Variable Cells Objective Function Coefficients 9000 12000 Constraint: tons of grapes 8 Constraint: cubic yards of storage 5 Constraint: hours of processing 15 Constraint: demand limit o Constraint: demand limit if we increase the resources of hours processing in 4 units the new z value will be 108000 5 8 OOOOOO 64 50 120 7 7 1 0 0 1 Shadow price of cubic yards of storage is 25 Max z = 108 if we increase the resources of demand limit in 4 units the new z value will be 108000 Shadow price of hours of processing is -1 Max z = 100800, x1=6 and x2=4 if we increase the resources of tons of grapes in 4 units the new z value will be 110250 Shadow price of demand limit is -1 tons of grape is not binding All Solve the following problem, which option is TRUE. Maximization Problem Decision Variables Valley Nectar Wine (6) Valley Red Wine (*) Changing Variable Colls 0 Objective Function Coefficients 9000 12000 0 Constraint: tons of grapes Constraint: cubic yards of storage Constraint: hours of processing Constraint: demand limit Constraint: demand limit if we increase the resources of hours processing in 4 units the new z value will be 108000 8 5 4 5 15 1 0 0 0 0 3 0.000 64 50 120 7 7 1 O Shadow price of cubic yards of storage is 25 Max z = 108 if we increase the resources of demand limit in 4 units the new z value will be 108000 O Shadow price of hours of processing is -1 O Max z = 100800, X1=6 and x2=4 if we increase the resources of tons of grapes in 4 units the new z value will be 710250 Shadow price of demand limitis - 1 0 tons of grape is not binding All