Question: Lingo Problem Question 1 (1 mark): Consider the following graph: n2 n3 3 n4 8 ns Given a covering distance D=10, formulate the location set

Lingo Problem Question 1 (1 mark): Consider the following graph: n2 n3 3 n4 8 ns Given a covering distance D=10, formulate the location Lingo Problem

Question 1 (1 mark): Consider the following graph: n2 n3 3 n4 8 ns Given a covering distance D=10, formulate the location set covering problem & solve it with LINGO. Note: It is not necessary to determine the shortest path matrix with an algorithm. What happens if D = 4? Formulate & solve. Question 2 (1 mark): Consider again the graph in Question 1. Given that the number of customers at the nodes ni, ..., ns are 30, 50, 40, 60, & 50, respectively, maximize the number of customers covered for D= 2 & p=3 facilities. Formulate the problem in LINGO style & solve. Question 1 (1 mark): Consider the following graph: n2 n3 3 n4 8 ns Given a covering distance D=10, formulate the location set covering problem & solve it with LINGO. Note: It is not necessary to determine the shortest path matrix with an algorithm. What happens if D = 4? Formulate & solve. Question 2 (1 mark): Consider again the graph in Question 1. Given that the number of customers at the nodes ni, ..., ns are 30, 50, 40, 60, & 50, respectively, maximize the number of customers covered for D= 2 & p=3 facilities. Formulate the problem in LINGO style & solve

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