| Course | MAT 444 Finance for Managers |
|---|---|
| Module | Module 6 |
| Paper type | Project cash flow forecast |
| Length | About 1,049 words, 6 pages |
| Format | APA 7 student paper |
| School | Aspen University |
| Program | Business Administration |
| Updated | October 2026 |
Free sample paper for MAT 444 Module 6
Only What Changes Counts: Forecasting the Cash Flows of a Laser Cutting Cell, Line by Line
Student Name
Business Administration Program, Aspen University
MAT 444: Finance for Managers
Instructor Name
Month Day, Year
Only What Changes Counts: Forecasting the Cash Flows of a Laser Cutting Cell, Line by Line
Haverstock Fabrication sends about $540,000 of laser cutting work each year to an outside shop in Huntington, waiting four to six days for parts it could cut itself in hours. A fiber laser cutting cell with an automated loading tower would bring that work in-house and let Haverstock bid on thin-gauge jobs it now turns away. The equipment vendor's quote is $2.4 million installed, including rigging, electrical work and operator training. Before the board can judge the project in Module 7, the cash it would bring and cost must be forecast. This paper builds that forecast. Haverstock, the project and every figure are composites written for teaching, and the tax treatment is simplified.
The Rule
A project's cash flows are the differences between the company's cash with the project and without it. Every proposed line must pass one test: does Haverstock's cash change because of this decision? Items that change are included, whether they appear in the accounting budget or not. Items that would happen anyway are left out, however closely they are associated with the project.
Sorting the Items
The net yearly operating benefit before tax is $540,000 + $380,000 minus $140,000, $90,000, $54,000 and $36,000, or $600,000.
| Proposed item | Included? | Reason |
|---|---|---|
| Purchase and installation, $2.4 million | Yes | Paid only if the project goes ahead |
| Added steel inventory and receivables, $150,000 | Yes, recovered at the end | Cash tied up by the new work |
| Outsourced cutting avoided, $540,000 a year | Yes | Cash Haverstock stops paying |
| Contribution on new thin-gauge work, $380,000 a year | Yes | Sales won only with the cell |
| Two operators, $140,000 a year | Yes | New hires |
| Power and assist gas, $90,000 a year | Yes | New operating costs |
| Upkeep under the service contract, $54,000 a year | Yes | New cost |
| Rent forgone on the floor space, $36,000 a year | Yes | A neighbor has offered to lease the space |
| Feasibility study already paid, $45,000 | No | Spent whatever is decided |
| Allocated corporate overhead, $75,000 a year | No | The office, payroll and insurance costs do not change |
| Interest on the equipment loan | No | Reflected in the discount rate |
Depreciation as a Tax Shield
Depreciation is not a payment, but it lowers taxable income and therefore taxes. The cell is seven-year property under the Modified Accelerated Cost Recovery System, with the half-year convention spreading deductions over eight tax years. Haverstock's tax adviser has elected not to take bonus depreciation in this base case to keep the forecast simple; Module 8 shows the effect of taking it.
| Year | MACRS rate | Depreciation | Tax saving at 25% |
|---|---|---|---|
| 1 | 14.29% | 342,960 | 85,740 |
| 2 | 24.49% | 587,760 | 146,940 |
| 3 | 17.49% | 419,760 | 104,940 |
| 4 | 12.49% | 299,760 | 74,940 |
| 5 | 8.93% | 214,320 | 53,580 |
| 6 | 8.92% | 214,080 | 53,520 |
| 7 | 8.93% | 214,320 | 53,580 |
| Remaining book value after year 7 | 4.46% | 107,040 |
Yearly Operating Cash Flows
Operating cash flow each year is the after-tax operating benefit, $600,000 × 0.75 = $450,000, plus the depreciation tax saving.
| Year | After-tax benefit | Depreciation tax saving | Operating cash flow |
|---|---|---|---|
| 1 | 450,000 | 85,740 | 535,740 |
| 2 | 450,000 | 146,940 | 596,940 |
| 3 | 450,000 | 104,940 | 554,940 |
| 4 | 450,000 | 74,940 | 524,940 |
| 5 | 450,000 | 53,580 | 503,580 |
| 6 | 450,000 | 53,520 | 503,520 |
| 7 | 450,000 | 53,580 | 503,580 |
The Start and the End
At the start, Haverstock pays $2.4 million for the cell and ties up $150,000 in working capital, an outflow of $2,550,000. At the end of year seven, the working capital returns as inventory is used and receivables are collected. The vendor estimates the cell will then sell for about $400,000. Its book value will be $107,040, so the gain of $292,960 is taxed at 25%, leaving after-tax salvage of $400,000 minus $73,240, or $326,760.
| Year | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 |
|---|---|---|---|---|---|---|---|---|
| Total cash flow, thousands | (2,550.0) | 535.7 | 596.9 | 554.9 | 524.9 | 503.6 | 503.5 | 980.3 |
Testing the Forecast Against Experience
Flyvbjerg et al. (2002) compiled data on 258 transport infrastructure projects in twenty nations Close to 90% had ended up costing more than forecast, by about 28% on average, and rail lines overran by much more. The errors had not shrunk over seven decades, which led the authors to conclude that strategic misrepresentation, not honest error, best explained them. A laser cell is far simpler than a rail line, but the lesson applies: the people proposing a project have reasons to make it look good.
Kahneman and Lovallo (1993) described why even honest planners forecast too boldly. Planners take an inside view, building the forecast from the details of their own plan, and neglect the outside view, the record of similar projects. The cure they proposed is to ask how comparable projects actually turned out. The vendor reports that customers installing similar cells took an average of nine months, not three, to reach full use. Applied to Haverstock, a slower ramp would cut the first year's benefit roughly in half, and Module 8 tests that case.
Guarding Against Sunk Cost Thinking
Arkes and Blumer (1985) reported a field study and a set of questionnaire studies in which people kept putting money or effort into a choice largely because they had already paid for it. In one field study at a campus theater, buyers randomly charged the full season price showed up to more of the early performances than buyers given a discount, even though neither group could get its money back. The $45,000 study sits outside this forecast for that reason. The same rule will apply later: if the cell disappoints in its third year, the decision to keep or sell it must rest on future cash flows, not on the $2.4 million already paid. Haverstock's board minutes should record the forecast assumptions now, so that a later review compares results with what was expected instead of with what people remember expecting, and so that a decision to stop is judged on the same incremental rule used to start.
Conclusion
The laser cell requires $2,550,000 at the start and returns operating cash flows of about $504,000 to $597,000 a year, plus about $477,000 of recovered working capital and after-tax salvage at the end. Only items that change Haverstock's cash are included. Flyvbjerg and colleagues, Kahneman and Lovallo and Arkes and Blumer explain why the forecast should be checked against similar projects and why money already spent should never steer the decision.
References
Arkes, H. R., & Blumer, C. (1985). The psychology of sunk cost. Organizational Behavior and Human Decision Processes, 35(1), 124-140. https://doi.org/10.1016/0749-5978(85)90049-4
Flyvbjerg, B., Holm, M. S., & Buhl, S. (2002). Underestimating costs in public works projects: Error or lie? Journal of the American Planning Association, 68(3), 279-295. https://doi.org/10.1080/01944360208976273
Kahneman, D., & Lovallo, D. (1993). Timid choices and bold forecasts: A cognitive perspective on risk taking. Management Science, 39(1), 17-31. https://doi.org/10.1287/mnsc.39.1.17
Reading the MAT 444 Module 6 assignment instructions
Module 6 in MAT 444 concerns estimating project cash flows, and the paper typically wants a year-by-year forecast of the cash a proposed investment would add or remove, with each item explained. Your own Aspen classroom's Module 6 instructions win over this page; the project and figures here are invented. Identify the initial investment, including installation and working capital. Estimate yearly operating cash flows after tax, with depreciation handled as a tax shield. Include opportunity costs and side effects; exclude sunk costs, allocated overhead and financing costs, and explain why. Estimate the terminal cash flow, including after-tax salvage and recovered working capital. Discuss the forecasting risks, citing sources in APA 7 form.
How the MAT 444 Module 6 example is put together
The cell costs $2.4 million installed and needs $150,000 of added steel inventory and receivables. It replaces $540,000 a year of outsourced cutting and brings new work adding $380,000 of contribution, less $140,000 for two operators, $90,000 for power and assist gas, $54,000 for upkeep and the $36,000 of rent Haverstock gives up by not leasing the floor space to a neighbor, a net $600,000 a year before tax. A $45,000 feasibility study, $75,000 of allocated overhead and interest on the loan are excluded. Seven-year MACRS depreciation at 25% tax produces operating cash flows from about $504,000 to $597,000, and year seven adds $150,000 of working capital and about $327,000 of salvage after tax. Flyvbjerg, Holm and Buhl (Journal of the American Planning Association), Arkes and Blumer (Organizational Behavior and Human Decision Processes) and Kahneman and Lovallo (Management Science) test the forecast.
Where the marks sit in the MAT 444 Module 6 rubric
Aspen instructors look first at whether a cash flow forecast includes only incremental cash and handles each tricky item correctly. This example states the rule and then applies it item by item in a table, which makes its reasoning easy to check: the floor-space rent is included as an opportunity cost, the study is excluded as sunk, the allocated overhead stays out since no overhead dollar moves and interest is excluded because the discount rate already reflects financing. Depreciation appears only through its tax effect, working capital comes back in the final year and salvage is taxed on the gain over book value. The research section uses evidence about forecast errors to justify a reference-class check rather than adding it as decoration.
MAT 444 Module 6 help from the desk
The most frequent error in cash flow papers is counting interest as a cash outflow and then discounting at a rate that already includes the cost of financing, which double counts. Leave financing out of the cash flows. Students also include sunk costs, such as studies already paid, and allocated overhead that does not change. Others forget the cost of an asset's best alternative use. Depreciation is not a cash flow; include only its tax saving. Working capital leaves when the project begins and comes back when it ends, and any salvage price above book value is taxable. Finally, ask how similar projects actually performed, because plans drawn up from the inside are usually too hopeful.
Write yours, or have the desk draft it
This paper is an original model document written by our desk, not a submitted student paper and not an official Aspen University document. Read it for the moves, then write your own to the instructions in your classroom. If you want one built to your exact prompt and rubric, the first custom sample is free and arrives in 24 to 48 hours.
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MAT 444 Module 6 questions, answered
What does MAT 444 Module 6 usually ask for?
Aspen's MAT 444 covers estimating project cash flows in this module, so forecasting a project's incremental cash flows with each item justified is typical. Your prompt sets the project and format.
Should interest be included in project cash flows?
No. The discount rate already reflects the cost of financing, so subtracting interest as well would count it twice.
What is a sunk cost?
Money already spent that cannot be recovered whatever is decided, like a completed feasibility study. It should not affect the choice.
Where can I find a free MAT 444 Module 6 sample paper?
This page holds a full one at no charge: a seven-year incremental cash flow forecast for a laser cutting cell at an invented fabricator.
Why are project forecasts often too optimistic?
Kahneman and Lovallo found planners focus on their own project's details and ignore how similar projects turned out, and Flyvbjerg and colleagues found costs underestimated in most large projects.