In-Class Assignment - Transportation Algorithm The table below provides information (names, supply, demand, and cost/unit) for...
In-Class Assignment - Transportation Algorithm
The table below provides information (names, supply, demand, and cost/unit) for a transportation problem involving three warehouses and three customers. Using the information, set up and show an initial solution using the North West Corner (NWC) method and using a dummy row or column if needed. After that, answer the questions that follow the table.
|
Customer 1 |
Customer 2 |
Customer 3 |
Supply |
|
|
Warehouse 1 |
10 |
8 |
13 |
800 |
|
Warehouse 2 |
12 |
15 |
9 |
1100 |
|
Warehouse 3 |
15 |
9 |
11 |
900 |
|
Demand |
1000 |
750 |
900 |
What is the initial solution table and the total cost of that solution?
What does the dummy column tell you?
Which cells (list all of them) would be search directions for the algorithm?
Calculate the net change in cost for each search direction.
Is the current solution optimal (lowest total cost)? How do you know? If the current solution is not optimal, which route would you choose to use to determine the next (improved) solution?
How many units will you ship on the route you chose for the second solution?
When will the algorithm stop searching for improved solutions?
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In-Class Assignment - Transportation
Algorithm
The table below provides information (names, supply, demand, and
cost/unit) for...
2. Consider the transportation problem, determined by the transport cost matriz C, supply vector ...
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The Hungarian algorithm: An example We consider an example where four jobs (J1, J2, J3, and...
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We consider an example where four jobs (J1, J2, J3, and J4) need
to be executed by four workers (W1, W2, W3, and W4), one job per
worker. The matrix below shows the cost of assigning a certain
worker to a certain job. The objective is to minimize the total
cost of the assignment.
J1
J2
J3
J4
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82
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69
92
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77
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please help me answer these questions, I provided all the information. thank you You are the...
please help me answer these questions, I provided all
the information. thank you
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Map Crayola’s five pillars of operational leadership to the competitive priorities in Table 1.3 Create an...
Map Crayola’s five pillars of operational leadership to the
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Create an assessment of Crayola’s competitive priorities as it
relates to their Asian expansion plans
Which of the competitive priorities might present the biggest
challenge to Crayola as it expands internationally?
VIDEO CASE Using Operations to Create Value at Crayola Operations processes are at the heart of Crayola, the Easton, Pennsylvania maker of crayons, markers, and paints loved by children of all ages around the world....
2. Consider the transportation problem, determined by the transport cost matriz C, supply vector s, and demand vector d, given by 12 12 18 20 20 (a) (1 point) Set up the initial transportation tableau using the minimal cost method (b) (2 points) Find the incoming variable variable and the departing variable (c) (2 points) Adjust the initial transportation tableau to provide an improved basic feasible solution (also record the change in z)
2. Consider the transportation problem, determined by...
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UESTION 4 (TOTAL: 12 MARKS MS Industries Corporation is producing hard disk drives to be supplied to four distributiorn warehouses in Manila, Bangkok, Jakarta and Singapore. It has three manufacturing plants, located in Hyderabad, Yangon and Shanghai that supply the warehouses. The current shipping cost per unit (in S) from each plant to the respective warehouses, the demands at each warehouse, and the production capacity at each manufacturing plant are shown in the table below: Manila BangkokJakarta Singapore| Supplv 2000...
copy your feasible plan and determine next transportation table
Copy your feasible plan obtained by the NWC rule to the table be To Denver (D) Erie(E) Fresno (n Griffin (G) Row A first, then rows B and C A-F:6-1+8-3-10 B-D:4-5+38-6 C-D: 8-5+3-8+1-10-1 6 Atlanta (4 Boston (B Chicage ( (18 35A-G:7-3+10-1+8-3- 18 15 60 B-G:9-3+10-1-15 C-E: 12-8+1-105 45 Determine the nest Transportation T To Denver(D) Erie (E) Fresno () Griffin (G Supply (Row A first, then rows B and O...
The Hungarian algorithm: An example
We consider an example where four jobs (J1, J2, J3, and J4) need
to be executed by four workers (W1, W2, W3, and W4), one job per
worker. The matrix below shows the cost of assigning a certain
worker to a certain job. The objective is to minimize the total
cost of the assignment.
J1
J2
J3
J4
W1
82
83
69
92
W2
77
37
49
92
W3
11
69
5
86
W4
8...
please help me answer these questions, I provided all
the information. thank you
You are the financial analyst of the Management and Budgeting Oftice (MBO) for the Procurement Agency of your Municipality The Transport system of your city needs to have an extension/renovation of the existing equipment (eg vehicles, on-board Wi-Fi network, etc.) and infrastructure (e.g. binary for bus, etc). The transport system is totally owned by the municipality, hence it is in charge of investment decision and business activity...
You are the financial analyst of the Management and Budgeting Office (MBO) for the Procurement Agency of your Municipality The Transport system of your city needs to have an extension/renovation of the existing equipment (e.g vehicles, on-board Wi-Fi network, etc.) and infrastructure (e.g. binary for bus, etc.). The transport system is totally owned by the municipality, hence it is in charge of investment decision and business activity for this servic Today, the goals for your municipality are several, as to...
Map Crayola’s five pillars of operational leadership to the
competitive priorities in Table 1.3
Create an assessment of Crayola’s competitive priorities as it
relates to their Asian expansion plans
Which of the competitive priorities might present the biggest
challenge to Crayola as it expands internationally?
VIDEO CASE Using Operations to Create Value at Crayola Operations processes are at the heart of Crayola, the Easton, Pennsylvania maker of crayons, markers, and paints loved by children of all ages around the world....
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