- A warehouse company is planning to make 2 sizes of storage rooms to rent to public; Large ones (L) and Small ones (S). The rent for large ones is $50 per month. The rent for small ones is $20 per month. The large size storage rooms will be 100 square feet and the small ones will be 50 square feet. You need to maximize their revenue if the company has the following constraints:
- for construction they can use up to 8000 square feet for storage rooms (large & Small)
- the maximum budget for maintenance is $1,500 per month and it costs $20 to maintain large Storage Rooms and $10 to maintain the small ones
- They have to build at minimum 30 small storage rooms
- Graph the problem and show the acceptable region
- Circle the points which are possibly maximizing the revenue
- What is the maximum revenue?
