Mat 540 wee k 8 assignment 1
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This document provides instructions for MAT-540 Week 8 Assignment 1. Students are asked to solve Problem 30 from Chapter 4 of their textbook, which involves maximizing revenue from publishing three weekly magazines subject to constraints on production time and paper. They must perform a sensitivity analysis using QM for Windows and report the shadow prices for extra production time and paper. The writeup should introduce and model the problem, present the optimal solution, and discuss sensitivity analysis and shadow price. The full spreadsheet model and results must also be submitted.
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Objective Cell (Min)
Cell
Name
Original Value
Final Value
$B$31
TotGallons
2450
2450
Variable Cells
Cell
Name
Original Value
Final Value
Integer
$D$16
Flow
0
0
Contin
$D$17
Flow
1
1
Contin
$D$18
Flow
0
0
Contin
$D$19
Flow
0
0
Contin
$D$20
Flow
0
0
Contin
$D$21
Flow
1
1
Contin
$D$22
Flow
0
0
Contin
$D$23
Flow
0
0
Contin
$D$24
Flow
0
0
Contin
$D$25
Flow
1
1
Contin
$D$26
Flow
0
0
Contin
$D$27
Flow
0
0
Contin
$D$28
Flow
0
0
Contin
$D$29
Flow
0
0
Contin
Constraints
Cell
Name
Cell Value
Formula
Status
Slack
$G$16
Net inflow/outflow
1
$G$16=$I$16
Binding
0
$G$17
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Worksheet: [excel.xlsx]Model
Report Created: 7/8/2015 10:48:28 PM
Result: Solver found a solution. All Constraints and optimality conditions are satisfied.
Solver Engine
Engine: Simplex LP
Solution
Time: 0.016 Seconds.
Iterations: 9 Subproblems: 0
Solver Options
Max Time 100 sec, Iterations 100, Precision 0.000001
Max Subproblems Unlimited, Max Integer Sols Unlimited, Integer Tolerance 0.05%, Solve Without Integer Constraints, Assume NonNegative
Objective Cell (Min)
Cell
Name
Original Value
Final Value
$B$31
TotGallons
2450
2450
Variable Cells
Cell
Name
Original Value
Final Value
Integer
$D$16
Flow
0
0
Contin
$D$17
Flow
1
1
Contin
$D$18
Flow
0
0
Contin
$D$19
Flow
0
0
Contin
$D$20
Flow
0
0
Contin
$D$21
Flow
1
1
Contin
$D$22
Flow
0
0
Contin
$D$23
Flow
0
0
Contin
$D$24
Flow
0
0
Contin
$D$25
Flow
1
1
Contin
$D$26
Flow
0
0
Contin
$D$27
Flow
0
0
Contin
$D$28
Flow
0
0
Contin
$D$29
Flow
0
0
Contin
Constraints
Cell
Name
Cell Value
Formula
Status
Slack
$G$16
Net inflow/outflow
1
$G$16=$I$16
Binding
0
$G$17
Net inflow/outflow
0
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0
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www.cis510rank.com
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CIS 510 rank Change The World /cis510rank.com
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CIS 510 Week 11 Discussion,
"Course Conclusion" Please respond to the following:
You have just completed ten (10) weeks of an introduction to networking course. Imagine your organization has asked you to create a one-day training course that highlights the important elements of what you have just learned within the past ten (10) weeks.
Excel solver
The document provides information about solving a linear programming problem to maximize profits for a swimwear manufacturing company called Super Swim. The company makes two products - shorts and briefs - and wants to determine the optimal production quantities of each given material, labor, and other constraints. The summary is:
1. Super Swim manufactures shorts and briefs and wants to determine the optimal production quantities of each to maximize profits within material, labor, and other constraints.
2. The decision variables are the number of shorts (S) and briefs (B) to produce. The objective is to maximize total profit, which is a linear function of S and B.
3. The constraints include limits on available material
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