All Scream for Ice Cream, Inc. is planning production for next week. There is a current shortage of fresh milk and one of the mixing machines is broken, so demand for chocolate, peanut-butter, and chocolate- chip ice creams continues to outpace the company's production capacities. The mixing machines are available for only for only 121.4 hours, and only 20370 gallons of milk is available. One hundred gallons of chocolate-chip ice cream requires 0.4 hour of mixing and 80 gallons of milk. One hundred gallons of peanut-butter ice cream requires 0.6 hour of mixing and 85 gallons of milk. One hundred gallons of chocolate ice cream requires 0.7 hour of mixing and 85 gallons of milk. If the company earns a profit of $115.00 per hundred gallons of chocolate ice cream, $105.00 per hundred gallons of chocolate-chip, and $120.00 per hundred gallons of peanut-butter, how many gallons of each flavor should the company produce next week to maximize profit? How much profit will result? (Use + for hundred gallons of chocolate-chip, y for hundred gallons of peanut-butter, and z for hundred gallons of chocolate.) Maximize P = subject to