GB550 Unit 7 Capital Budgeting Analysis Example

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This GB550 Unit 7 capital budgeting analysis asks a composite inland barge operator whether to rebuild 60 aging covered hoppers or replace them with 45 larger jumbo hoppers. Purdue Global GB 550, Financial Management, asks MBA students to rank mutually exclusive projects. Rebuilding for $18.6 million shows a net present value of $1.89 million, an internal return of 10.46 percent and payback in 6.10 years. Replacing for $39.6 million shows $5.01 million, 9.90 percent and 8.70 years. Equivalent annual values of $0.285 and $0.520 million settle the conflict, a replacement chain agrees, and replacement holds across the cost of capital range.

CourseGB550 Financial Management
UnitUnit 7
Paper typeCapital budgeting analysis
LengthAbout 1,100 words, 7 pages double-spaced
FormatAPA 7 student paper
SchoolPurdue University Global
ProgramMBA
UpdatedOctober 2026

Free sample paper for GB550 Unit 7

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Rebuild Sixty Hoppers or Replace Them With Forty-Five: A Unit 7 Capital Budgeting Analysis

[Student Name]

Purdue University Global

GB550: Financial Management

Unit 7 Capital Budgeting Analysis

[Instructor Name]

[Date]

The barge operator, its fleet and every cost and cash flow are composite and illustrative; the methods and sources cited are real.

What this part is doingPutting the recommendation in the lead's first word follows the convention the decision memo will use with the board.
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Recommendation

Replace the 60 covered hoppers with 45 jumbo hoppers at a cost of $39.6 million. At the company's 8.27 percent cost of capital, replacement adds about $0.520 million of value a year against $0.285 million for rebuilding, and it remains the better choice across the full range of cost of capital estimates from Unit 6.

The Decision

Sixty covered hoppers, the barges that carry grain and other dry cargo, are near the end of their working lives. The company can rebuild them, replacing worn plating and hatch covers to add ten years of life, or replace them with 45 larger jumbo hoppers that carry the same total cargo, since each jumbo holds about a third more than a standard hopper. The two options are mutually exclusive: the company needs the capacity once, not twice.

Assumptions

Rebuild. Cost $310,000 per barge, $18.6 million in all. Adds ten years of service. After-tax cash flow of $3.05 million a year from cargo revenue less operating costs, taxes and the depreciation shield. Scrap value of $0.6 million at the end of year ten.

Replace. Cost $880,000 per jumbo barge, $39.6 million in all. Twenty years of service. After-tax cash flow of $4.55 million a year, higher because jumbo barges need fewer tows and less maintenance per ton carried. Salvage value of $4.0 million at the end of year twenty.

Discount rate. 8.27 percent, the Unit 6 weighted average cost of capital, appropriate because both options carry the company's ordinary cargo risk.

Results

Rebuild. Net present value $1.89 million; internal rate of return 10.46 percent; payback 6.10 years; modified internal rate of return 9.32 percent.

Replace. Net present value $5.01 million; internal rate of return 9.90 percent; payback 8.70 years; modified internal rate of return 8.92 percent.

The measures disagree. Rebuilding has the higher internal return, the higher modified return and the faster payback. Replacing has the higher net present value.

The rebuild earns a higher percentage on a smaller, shorter investment, while the replacement creates more value each year the company owns it.

Why the Higher Internal Return Loses

Internal rate of return measures the percentage earned, not the amount of value created. It says nothing about scale or duration. The rebuild earns 10.46 percent on $18.6 million for ten years; the replacement earns 9.90 percent on $39.6 million for twenty. At an 8.27 percent cost of capital, both earn more than the company's investors require, but the larger and longer investment produces more value above that requirement. Brealey et al. (2023) stress that when projects are mutually exclusive, the one with the higher net present value should be chosen even if its internal return is lower, because the goal is to maximize value, not percentage return.

The modified internal rate of return treats interim cash as earning the 8.27 percent cost of capital instead of each project's own rate. On that basis the gap narrows, 9.32 against 8.92 percent, but still favors rebuilding. It corrects the reinvestment assumption but not the difference in scale and life, so it does not settle the conflict by itself.

Settling the Conflict: Unequal Lives

A raw comparison of net present values is also not quite fair, because the rebuild lasts ten years and the replacement twenty. If the company rebuilt now, it would need to replace or rebuild again in ten years. Two methods correct for this.

Equivalent annual value. Dividing each net present value by the annuity factor for its life converts it into a level annual amount. The rebuild's $1.89 million over ten years equals $0.285 million a year; the replacement's $5.01 million over twenty years equals $0.520 million a year. Replacement wins.

Replacement chain. Assuming the rebuild is repeated at year ten on the same terms, the twenty-year chain has a net present value of $2.74 million, still well below the replacement's $5.01 million. Replacement wins again.

Brigham and Ehrhardt (2020) describe both methods as appropriate when mutually exclusive projects have unequal lives and would be repeated, and the agreement of the two gives the recommendation a firm basis.

What this part is doingUsing two methods for unequal lives and showing that they agree removes the most likely objection to the recommendation.
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Testing the Rate

Unit 6 placed the honest range for the cost of capital between about 8.1 and 9.0 percent.

At 8.08 percent: equivalent annual values of $0.309 million for rebuilding and $0.579 million for replacing.

At 8.99 percent: $0.193 million and $0.293 million.

Replacement wins throughout. The two options' equivalent annual values become equal only near a 9.5 percent cost of capital, well above the top of the range.

What this part is doingLocating the rate at which the choice would flip shows how much margin the recommendation has.
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Factors Outside the Cash Flows

The cash flow estimates omit three considerations. First, jumbo hoppers need fewer towboat trips to carry the same cargo, which frees towboat capacity the company could use elsewhere; the analysis counts the fuel and crew saving but not any new revenue from that freed capacity, so it understates replacement's value. Second, some locks on smaller tributaries cannot take jumbo barges, which limits where the new fleet can operate; the company's current routes do not use those locks, but a shift in customers could. Third, rebuilt barges would retain older hull designs that may face stricter environmental or safety rules within their ten-year life, a risk the replacement avoids. On balance these factors favor replacement further, but they are noted because a board member may raise any of them.

Payback and Risk

The rebuild's faster payback, 6.10 years against 8.70, is its strongest argument. It returns the company's cash sooner, which matters if the company expects to need cash for other projects. But payback disregards both discounting and any cash arriving after the break-even year, and the replacement's longer life is exactly what it leaves out. The replacement does carry more risk in one respect: it commits $39.6 million rather than $18.6 million, and a prolonged fall in grain exports would leave more capital tied up in barges. Unit 9 examines how to finance it without straining the company's covenant.

Conclusion

Replace the hoppers. The replacement creates more value per year on every measure that accounts for scale and life, and the result holds across the range of plausible costs of capital. Koller et al. (2020) note that capital decisions should be judged by the value they add over their full life, and on that test the jumbo hoppers are the better use of the company's money.

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References

Brealey, R. A., Myers, S. C., & Allen, F. (2023). Principles of corporate finance (14th ed.). McGraw Hill.

Brigham, E. F., & Ehrhardt, M. C. (2020). Financial management: Theory and practice (16th ed.). Cengage.

Koller, T., Goedhart, M., & Wessels, D. (2020). Valuation: Measuring and managing the value of companies (7th ed.). Wiley.

GB550 Unit 7 instructions, in plain terms

In GB550 Unit 7 you compare mutually exclusive capital projects. Put the recommendation first. Describe the decision and set out each project's assumptions, including cost, life, cash flows and salvage, and the discount rate with its source. Work out four measures for each option: NPV, IRR, payback period and MIRR. Explain why the measures disagree and which should decide. Correct for unequal lives with equivalent annual value or a replacement chain. Test the result across a range of discount rates. Discuss factors outside the cash flows and the risk of each option. Expect about six pages, citing capital budgeting sources in APA 7, and keep the recommendation consistent with the analysis.

How this GB550 Unit 7 example is built

The recommendation opens the paper, followed by the decision and a two-column set of assumptions. Results show rebuilding ahead on internal return, modified return and payback, replacing ahead on value, and the highlighted sentence explains the difference. Brealey and colleagues support choosing by net present value. The modified returns, 9.32 against 8.92 percent, narrow the gap without settling it. Equivalent annual values and a replacement chain worth $2.74 million both favor replacing, with Brigham and Ehrhardt on unequal lives. Rate tests at 8.08 and 8.99 percent hold, the choice flipping only near 9.5 percent. Omitted factors such as lock limits, payback, risk and Koller and colleagues close it.

Reading the GB550 Unit 7 grading rubric

Instructors grading a GB550 capital budgeting analysis look for a conflict between measures that is resolved for the right reason. A recommendation stated first earns points. Clear assumptions with a sourced discount rate show care. Calculating all four measures shows completeness. Explaining why internal return can mislead for projects of different scale and life shows understanding. Correcting for unequal lives with two agreeing methods shows rigor. Testing across a rate range shows how much margin the choice has. Naming factors outside the cash flows shows judgment. Discussing payback's appeal and limits shows balance. Sources are the corporate finance texts by Brealey's team and by Brigham and Ehrhardt, plus the Koller valuation book.

Common GB550 Unit 7 mistakes, and how to avoid them

Many GB550 Unit 7 papers choose the project with the higher internal rate of return without asking whether the projects differ in size or life. Others compare raw net present values for projects of ten and twenty years, which tilts the verdict toward the longer one for reasons unrelated to merit. A frequent gap is the rate: a choice that holds only at one discount rate needs to say so. Some writers bury the recommendation at the end. Lead with the answer, state assumptions, compute all four measures, explain the conflict, correct for unequal lives, test the rate range, discuss omitted factors and keep the recommendation consistent with the numbers.

Get a GB550 Unit 7 example written to your instructions

Share the two proposals from your Unit 7 case, the discount rate your instructor requires, and the rubric. Every option gets measured on each tool your prompt names, the disagreement between measures explained, and unequal lives handled where they arise. As a first custom sample it comes free, typically inside 24-48h. The paper above is an original model document written by our desk, not a submitted student paper and not an official Purdue University Global document.

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GB550 Unit 7 questions, answered

When do unequal lives matter?

When projects are mutually exclusive and the shorter one would be repeated or replaced at the end of its life. Comparing raw net present values then tilts the verdict toward the longer project for reasons unrelated to its merit. Equivalent annual value and replacement chains both correct for it; the sample uses the first and checks with the second, and both favor replacing the barges.

Why does the higher IRR lose?

Because internal rate of return measures percentage return, not value, and says nothing about scale or duration. The rebuild earns 10.46 percent on 18.6 million for ten years; the replacement earns 9.90 percent on 39.6 million for twenty. At the firm's 8.27 percent cost of capital, the larger, longer investment creates more value each year, which is what the decision should maximize.

Should MIRR be included?

If the prompt lists it, yes, and it is often worth a line anyway. Modified internal return assumes cash flows are reinvested at the cost of capital rather than at the project's own rate, which usually makes it more realistic. In the sample it narrows the gap, 9.32 against 8.92 percent, but still favors rebuilding, so it does not settle the conflict by itself.

Where can I find a free GB550 Unit 7 sample paper?

This page carries a full GB550 Unit 7 capital budgeting analysis comparing rebuilding and replacing barges, with NPV, IRR, payback, MIRR, equivalent annual values and APA 7 references.

At what rate would the choice flip?

Near a 9.5 percent cost of capital, where the two options' equivalent annual values become equal. That is well above Unit 6's range of about 8.1 to 9.0 percent.