The Good Furniture company can produce chairs, tables or wardrobes. The have 7 units of wood in store, a chair would require 2 of them, a table 3 and .a wardrobe 4. They cannot sell more than 3 of a single item. Their profit would be 30 for every chair they make, 40 for each table and 50 for each wardrobe. The problem of finding the optimal production schedule can be formulated as the following Integer Linear Programming Problem max 30+402 +50x3 subject to xi 3 2 T3 +3z2+43