Could you help me solve the Linear Programming equation for this question? I know how to do it on ampl

Beefwiser Inc. processes beef into steak and ground beef. The unprocessed beef is purchased at $4 per pound. Each pound of unprocessed beef yields half a pound of steak and half a pound of ground beef Steak may be sold in bulk for $14 per pound or cut and packaged into smaller portions and sold for $19 per pound. It takes 1 hour to cut and package 100 pounds of steak. Ground beef may be sold in bulk for $5 per pound or packaged and sold for $6 per pound. It takes 30 minutes to package 100 pounds of ground beef. Each day, at most 1,000 pounds of unprocessed beef can be purchased, and 6 hours of cutting and packaging labor are available. Formulate an LP to maximize Beefwiser's profits. Solve the LP using AMPL and report your solution below. Poulds/day of unprocessed beef purchased: Pounds/day of steak sold in bulk: Pounds/day of packaged steak sold: Pounds/day of ground beef sold in bulk: Profit Pounds/day of packaged ground beef sold: per day