Question #2 The Young Mining Engineers company operates 3 different open pit mines and sends their products to a metallurgical company that aims to produce an alloy which has a composition of 30% lead, 30% zinc and 40% tin. Suppose there are different alloys on the market, A, B, C, D,..., 1 with compositions and prices given in Table 1. Table 1 Alloy types and compositions D E F G H 1 Alloy B % Lead 10 10 % Zinc 10 30 % Tin 80 60 Cost/ton ($/ton) 4.1 4.3 30 50 10 50 40 10 6.9 30 40 20 40 30 50 7.6 7.5 7.3 20 30 50 10 5.8 6 7.3 How much of each alloy should be used to obtain the desired composition at the lowest cost for the metallurgical company? Formulate and solve linear programming model that can be used to satisfy requirements at minimum cost and solve it using LINDO software. Provide both the model and report window from the software clearly indicating your Name, Surname, and Student ID (Answers without Name, Surname and Student ID will not be accepted as valid answer)