A company produces 2 types of leather belts - Type A Type B. The contribution to profit per belt is Rs 4 for Type A and Rag for type B. The time requirement of one belt of type A and type B are in are in the ratio of 2:3. Time available is sufficient to produce 500 belts of type A. The leather is sufficient for only 400 belts. Belt A requires a fancy buckle and only 200 fancy buckles are available. (6) О (i) Formulate the above linear programming problem. O (ii) solve it and find the optimum solution c Write its dual & find its optimal solution too
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