Question

AV Center: Introduction The next four questions refer to the following information: After some special presentations, the emp
AV Center: Part 1 Draw and upload a network diagram for this problem.
AV Center: Part 2 Formulate the linear program for this problem that minimizes the total distance of moving projectors around
AV Center: Part 3 What is the optimal solution to this problem: how should projectors be moved from the sources to the destin
AV Center: Part 4 Upload a screenshot of your spreadsheet.
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Answer #1

In case of any doubt please comment, I am happy to assist you.

Solution:

Part1:

Nehoore iagramm Source Destin ation IC 12 -35 O 12 20 -lo 10 10

Part2: Liner Program

Decision variables:

Xij = Number of projectors to move from source i to destination j, where i=1,2,3 and j=4,5,6,7

Objective:

Minimize Z = ∑∑Dij*Xij

Dij is the distance between source i and destination j

s.t.

∑X1j <= 35

∑X2j <= 10

∑X3j <= 20

∑Xi4 =12

∑Xi5 = 20

∑Xi6 = 10

∑Xi7 = 10

Xij >= 0

Spreadsheet screenshot:
Formula:D19 =SUMPRODUCT(B4:E6,B13:E15)

A E F G H J K L N O P R 2 Destination BusinessEducatio Parsons HolmstedSupply 3 Source Hall t Hall n Baker 4. 10 5 2 35 Hall

Thank you, Have a great day:-)

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