1. (35 pts)Consider the following cost matrix to solve a warehouse location problem to minimize the total
setup and transportation costs.
Warehouse sites
Cust. Loc. A B C
1 100 1000 200
2 1000 100 200
3 500 500 500
Fixed Cost 300 300 X
What is the largest integer value for X (fixed cost of cite C) for which the greedy algorithm we have
seen in the class gives a solution that is not optimal, regardless of how one break the ties?
2. (35 pts) Assume that we have the following closeness ratings for the four departments we want to place
in a 2×2 grid layout plan.
Dep 1 2 3 4
1 – A E O
2 A – E O
3 E E – O
4 O O O –
Prove or disprove the following claim:
• The layout given below is an optimal solution that maximizes the closeness score for any grading
scale in which an A relationship has a strictly more value than an E relationship and an E relationship
has a strictly larger value than an O relation.
1 4
2 3
3. (30 pts) Write a small code snippet in your favorite coding environment to implement Johnson’s Algorithm
to solve the two-machine flow-shop problem given in the provided file schedule.xlsx. Upload your code
and screenshots for the answer.
Homework-6, INDR, solved
[SOLVED] Indr 371 homework-6
$25
File Name: Indr_371_homework_6.zip
File Size: 178.98 KB
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