A company produces three products: A, B, and C. It can sell up to 50 units of each product at the following prices (per unit): product A for $15; product B for $17; product C for $20. The company purchases raw material at $4/unit. Each unit of raw material con be used to produce either 1 unit of A or 1 unit of B. For a cost of $3/ unit processed, product A can be converted to 0.6 unit of product B and 0.4 unit of product C. For a cost of $2/unit processed, product B can be converted to 0.8 unit of product C.
Ignoring cost to produce A&B from raw material. Let formulate an Linear Programming (No need to solve)