Question: Question 2. Write an LP model for the problem described below (25 points). A machine shop manufactures a product which is made of two parts,

Question 2. Write an LP model for the problem

Question 2. Write an LP model for the problem described below (25 points). A machine shop manufactures a product which is made of two parts, part A and part B, with the help of a drill press and a milling machine. Production time requirements are given as: Production Time (in minutes) Drill Press Milling Machine 3 4 Part A B 5 3 Each machine is available for 8 hours daily. Due to load balancing restrictions, no machine can run 30 minutes longer than any other per day. Assembly of a finished product requires one part of each type. The goal is to maximize the number of completed assemblies. Tip: Let k be equal to the minimum of m and n (i.e. k=min[m,n]). Note that the objective function max k can be linearized with the addition of two constraints: k

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