Formulate a linear programming problem that can be used to solve the following question. A dealer has 8900 pounds of peanuts, 6800 pounds of almonds, and 4200 pounds of cashews to be used to make two mixtures. The first mixture wholesales for $2.50 per pound and consists of 55% peanuts, 30% almonds, and 15% cashews. The second mixture wholesales for $2.60 per pound and consists of 20% peanuts, 45% almonds, and 35% cashews. How many pounds of each mixture sho the dealer make to maximize revenue? Select Select BF- Subject to (objective function) (pounds of peanuts) (pounds of almonds) (pounds of cashews) Additional Materials 80, y --Select-- 80 (nonnegativity constraint)