Are you sure you can get this done by tomorrow night lets say 9PM??
THere is also a color coding of cells that the professor requires meaning answers are colored in a specific color etx will send that in addtional email shortly.
The problem details are listed on the first tab while the supporting calculations are on the second tab.
Must be well organized, show all steps and follow the directions in full. (see below)
For this problem you will submit the final product which will be an Excel spreadsheet used to create the model and either a Word document or a Power Point presentation. The final project will be graded not only on the accuracy of the quantitative solutions, but also the analytical approach used and the presentation of the results. Keep in mind that this course is designed for individuals interested in Business Management. As such, the final presentation should be appropriate for a presentation in a professional setting. It will be necessary to clearly explain the case study and present the results in a professional, yet easily understood manner.
The presentation should clearly state the objective, the constraints in obtaining that objective, the factors that can be varied, the sensitivity of the model to the variable factors, and the potential weakness of the conclusions.
Must include LP graphs, and show all work including how you arrived at the answer (solver tables) including ranges (see below)
Must be organized and easy to follow. THE MORE DETAIL AND INFORMATION PROVIDED THE BETTER
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Worksheet: [excel.xlsx]Model |
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Report Created: 7/8/2015 10:48:28 PM |
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Result: Solver found a solution. All Constraints and optimality conditions are satisfied. |
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Solver Engine |
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Engine: Simplex LP |
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Solution Time: 0.016 Seconds. |
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Iterations: 9 Subproblems: 0 |
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Solver Options |
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Max Time 100 sec, Iterations 100, Precision 0.000001 |
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Max Subproblems Unlimited, Max Integer Sols Unlimited, Integer Tolerance 0.05%, Solve Without Integer Constraints, Assume NonNegative |
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Objective Cell (Min) |
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Cell |
Name |
Original Value |
Final Value |
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$B$31 |
TotGallons |
2450 |
2450 |
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Variable Cells |
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Cell |
Name |
Original Value |
Final Value |
Integer |
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$D$16 |
Flow |
0 |
0 |
Contin |
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$D$17 |
Flow |
1 |
1 |
Contin |
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$D$18 |
Flow |
0 |
0 |
Contin |
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$D$19 |
Flow |
0 |
0 |
Contin |
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$D$20 |
Flow |
0 |
0 |
Contin |
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$D$21 |
Flow |
1 |
1 |
Contin |
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$D$22 |
Flow |
0 |
0 |
Contin |
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$D$23 |
Flow |
0 |
0 |
Contin |
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$D$24 |
Flow |
0 |
0 |
Contin |
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$D$25 |
Flow |
1 |
1 |
Contin |
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$D$26 |
Flow |
0 |
0 |
Contin |
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$D$27 |
Flow |
0 |
0 |
Contin |
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$D$28 |
Flow |
0 |
0 |
Contin |
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$D$29 |
Flow |
0 |
0 |
Contin |
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Constraints |
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Cell |
Name |
Cell Value |
Formula |
Status |
Slack |
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$G$16 |
Net inflow/outflow |
1 |
$G$16=$I$16 |
Binding |
0 |
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$G$17 |
Net inflow/outflow |
0 |
$G$17=$I$17 |
Binding |
0 |
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$G$18 |
Net inflow/outflow |
0 |
$G$18=$I$18 |
Binding |
0 |
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$G$19 |
Net inflow/outflow |
0 |
$G$19=$I$19 |
Binding |
0 |
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$G$20 |
Net inflow/outflow |
0 |
$G$20=$I$20 |
Binding |
0 |
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$G$21 |
Net inflow/outflow |
0 |
$G$21=$I$21 |
Binding |
0 |
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$G$22 |
Net inflow/outflow |
0 |
$G$22=$I$22 |
Binding |
0 |
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$G$23 |
Net inflow/outflow |
1 |
$G$23=$I$23 |
Binding |
0 |
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