I need the constraints to this linear programming problem:
Jill plans to open the Common Grounds Coffee House. Initially, she plans to offer an upscale regular coffee and a prized gourmet coffee. Her supplier requires a minimum of 60 pounds per order. The regular coffee costs $4.35 per pound and the gourmet coffee costs $6.40 per pound. Jill has been told to order at most 25 pounds of gourmet coffee and to expect that at most 60%of the coffee sold will be the regular coffee. How much of each kind should Jill order to minimize her coffee cost?
Jill plans to open the Common Grounds Coffee House. Initially, she plans to offer an upscale regular coffee and a prized gourmet coffee. Her supplier requires a minimum of 60 pounds per order. The regular coffee costs $4.35 per pound and the gourmet coffee costs $6.40 per pound. Jill has been told to order at most 25 pounds of gourmet coffee and to expect that at most 60%of the coffee sold will be the regular coffee. How much of each kind should Jill order to minimize her coffee cost?