Part $2$ Given the following information:

Regular Prod. Capacity $=8,500$ units$/$qtr

Beginning work force $=85$ workers

Production rate$/$worker $=100$ units$/$qtr

Beginning Inventory $=2,000$ units

Regular Prod. Cost $=$$$\frac{13}{?}$ unit

Subcont Prod. Cost $=$$$\frac{20}{?}$ unit

Inventory Cost $=$$$9/$unit$/$qtr

Hiring Cost $,$$$6,\frac{000}{?}$ worker

Firing Cost $,=$$$7,\frac{400}{?}$ worker

Linear programming is to be used to determine a production plan strategy of Level Production,

Chase Demand, and Subcontracting. Regular Production is the only capacity limit$.$

Formulate the Objective Function $($note which strategies to use$).$

and $8.$ Formulate all Constraints $($standardized$).$

How many constraints are in the model?

If there were $12$ months of forecasts, instead of $3$ quarters, how many decision

variables would be in the model?