Tutorial Activity 7

# Tutorial Activity 7 - MH 8300 Tutorial Activity 7...

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MH 8300 Tutorial Activity 7 Assignment Problem Group Members Name NTU Email ID Marks : /2

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MH 8300 Tutorial Activity 7 Assignment Problem Your company is now doing very well and your business clients have increased. Your sales representatives, Albert (A) , Bernard (B) and Cheryl (C) are now joined by Denise (D) to cater to the high demand of your business operations. They are to meet clients at four different locations, Esplanade Theatres (E) , Fullerton Hotel (F) , Gardens by the Bay (G) and Harbourfront Centre (H) . The cost matrix for the above assignment problem is given below. Figure 1: Cost Matrix for the Assignment Problem Question 1. What is the total number of possible assignments? Question 2. After learning some Graph Theory through the course MH 8300 Mathematics in Real-life Applications, you remember you can use the Hungarian method to solve for the minimum cost matching for your assignment problem. You then applied it and reached the following potential and the matching M = {{ A, F } , { D, E }} .
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