Question 2) APP Transportation Given the following information for a company that does not want to use Backorders: 1 Quarter Demand Regular Prod. Capacity = 3,000 units/at 3,000 Overtime Prod. Capacity = 1,000 units/qtr 6,000 Subcontracting Capacity = 4.000 units/ata 8.000 Beginning Inventory 2 Regular Prod. Cost = $5/unit Overtime Prod. Cost = $12/unit Subcontracting Cost = $15/unit Inventory Cost = $2/unit/atr No Backorders Permitted 3 = 1,700 units Quarter of Use Quarter of Production Capacity 2 3 Beginning inventory Regular 1 Overtime Subcontract Regular N Overtime Subcontract Regular 3 3 Overtime Subcontract Dem and a. Completely fill in the Transportation table including the Production Plan. b. Create a Summary Table of the plan (including ending inventories). c. Calculate the cost of the Production Plan. Question 3) APP Transportation Given the following information for a company that wants to use Backorders: 1 Quarter Demand Regular Prod. Capacity = 3,000 units/ata 8.000 Overtime Prod. Capacity = 800 units/ati. 4,000 Subcontracting Capacity = 1,800 units/ati . 2,000 Beginning Inventory = 500 units 2 Regular Prod. Cost = $20/unit Overtime Prod. Cost = $25/unit Subcontracting Cost = $35/unit Inventory Cost = $4/unit/atr Backordering Cost = $6/unit ati Backorders Permitted 3 Quarter of Use Quarter of Production Capacity 2 Beginning inventory Regular 1 Overtime Subcontract Regular 2 2 Overtime Subcontract Regular 3 3 Overtime Subcontract Demand a. Completely fill in the Transportation table including the Production Plan. b. Determine the total cost for all units produced during the 2nd quarter. Question 4) APP Linear Programming Given the following information: Regular Prod. Cost = $20/unit Overtime Prod. Cost = $25/unit Quarter Demand Regular Prod. Capacity = 3,000 units/ati. 1 8,000 Overtime Prod. Capacity = 800 units/at 2 4,000 Subcontracting Capacity = 1.800 units/ati. 3 2,000 Inventory Capacity = 6,000 untis/ati. Beginning Inventory = 500 units Subcontracting Cost = $35/unit Inventory Cost = S4/unit/gtr Linear programming is to be used to determine a production plan strategy of Level Production, Overtime, and Subcontracting. a. Formulate the Objective Function (note that there are 3 quarters). b. Formulate all Constraints (standardized). c. How many decision variables are in the model? d. How many constraints are in the model? (do not include non-negativity constraints)