Question: find a solution that maximizes its weekly profit. Type Rental cost Minimum Production Maximum Production Selling price Unit variable cost Shirts $1,500 500 2,000 $35
find a solution that maximizes its weekly profit.
| Type | Rental cost | Minimum Production | Maximum Production | Selling price | Unit variable cost |
| Shirts | $1,500 | 500 | 2,000 | $35 | $20 |
| Shorts | $1,200 | No minimum | 1,800 | $40 | $10 |
| Skirts | $1,600 | No minimum | 1,200 | $65 | $25 |
| Pants | $1,500 | 200 | 1,000 | $70 | $30 |
a. Formulate the algebraic model by writing decision variables, objective function, and constraints.
b. Add a constraint to ensure that the company produces pants only if it also produces shirts.
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