Allen Machines specializes in developing weed-harvesting equipment that is used to clear small lakes of weeds. Allen Machines is contemplating the construction of a machine that would harvest weeds on narrow rivers and waterways. The activities and time in weeks necessary to build one of these experimental machines are shown in the table below.
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| Activity | Immediate Predecessors | Time in Weeks |
| A | none | 3 |
| B | A | 5 |
| C | B | 4 |
| D | B | 3 |
| E | C,D | 2 |
| F | A | 1 |
| G | D,E | 2 |
| H | D,F | 3 |
- What is the minimum possible time required for completing the project?
- What is the latest possible time that Activity F may be started without delaying the completion of the project?
- What is the latest finish time for Activity H?
- What is/are the critical path(s)?
Explanation: (Please include Gantt Chart and/or Network Graph):
- The following is the activity and associated costs for the renovation of the local high school football stadium. The times are in weeks.
Explanation: You can enter the above information into QM for Windows->Project Management,->Cost Budgeting.
| Activity | Immediate Predecessor | Time | Cost ($) |
| A | – | 5 | 10,000 |
| B | – | 3 | 25,000 |
| C | A | 7 | 15,000 |
| D | C | 1 | 30,000 |
| E | A, B | 1 | 20,000 |
| F | E | 1 | 12,000 |
| G | C, D | 5 | 56,000 |
| H | F | 1 | 20,000 |
What is the critical path and total time required for this project?
Answer:
planation: (include Gantt Chart and/or Network Graph):
- How much of the total (cumulative) budget would be spent in Week 8 (Period 8) with the earliest start budget?
Answer:
Explanation (include cost budgeting table):
- Precision Manufacturing has a government contract to produce stainless steel rods for use in military aircrafts. Each rod is required to be 15 millimeters in diameter. Each hour, random samples of size n = 5 rods are measured to check process control. Four hours of observations yielded the following:
Explanation: You are looking at the control limits for the variable, average diameter. You can use Excel QM or QM for Windows->Quality Control->x-bar and r-charts.
| Diameter | |||||
| Time | Rod 1 | Rod 2 | Rod 3 | Rod 4 | Rod 5 |
| 9 A.M. | 14.5 | 14.9 | 17.9 | 16 | 15.9 |
| 10 A.M. | 15.1 | 14.7 | 13 | 15.4 | 14.9 |
| 11 A.M. | 18.9 | 15 | 17.9 | 18.3 | 16.5 |
| Noon | 35 | 15.2 | 32.1 | 18.1 | 15 |
- Construct the xbar-chart and the R-chart.
Please include charts below:
- Is the process in control?
xbar chart UCL = R-chart UCL =
xbar chart LCL = R-chart LCL =
Explanation:
- Modern Electronics specializes in manufacturing modern electronic components. It also builds the equipment that produces the components. Modern Electronics is considering building a new facility but the estimated profits would be impacted by the type of market that develops. The probability for a strong market is 0.1; for a fair market is 0.3; and for a poor market is 0.6. You are responsible for advising the president of Modern Electronics on the type facility that should be built or to not build a facility at all. The table shows the estimated profits under each market and for each size facility.
Explanation: You can use QM for Windows->Decision Analysis->Decision Table with the above information.
| Estimated Profits | |||
| Strong Market | Fair Market | Poor Market | |
| Build a large facility | 550,000 | 150,000 | -500,000 |
| Build a medium-size facility | 500,000 | 125,000 | -150,000 |
| Build a small facility | 250,000 | 75,000 | -25,000 |
| Do not build a facility | 0 | 0 | 0 |
- What is your recommendation to the president based on expected value that maximizes profits (EMV)? Explanation (include expected monetary value):
- Software Output:
- Answer:
- Provide a second recommendation to the president that minimizes regret. Explanation (include expected monetary value):
- Software Output:
- Answer:
- Consulting income at Kaplan Associates for the period February – July is shown in the table below. Assume that the initial forecast for February is $9,000. Use Exponential smoothing to forecast August’s income.
Explanation: You can use Excel QM—Forecasting—Exponential with the above information.
| Month | Income ($1,000) |
| February | 9.0 |
| March | 8.5 |
| April | 7.8 |
| May | 9.7 |
| June | 9.3 |
| July | 9.8 |
- Use a smoothing constant of α = 0.25.
Answer:
Explanation (include software output):
- se a smoothing constant of α = 0.5.
Answer:
Explanation (include software output):
- Analysis of the forecasting errors indicates which forecasting constant is best in this situation?
Answer:
Explanation:
- Johnson Construction Company is in the process of installing power lines to a large housing development. The company wants to minimize the total length of wire used, which would minimize the company’s cost. The housing development is shown below. Each house has been numbered, and the distances between houses are given in hundreds of feet.
Explanation: We want to create the minimum spanning tree (MST) for this network since all houses need to be connected. You can use QM for Windows to do this.
- What do you recommend to Johnson Construction Company?
Answer:
Explanation (including software output):
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