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Engineering Economics Practice Problems | 20 NPV, IRR, EUAC, PW, Taxes & Cash Flow Exercises

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The Engineering Economics Practice Problems document is an original, worksheet-style study resource containing 20 calculation-based practice problems across the core topics typically used in engineering-economics courses. It is designed for students who want structured independent practice rather than a formula-only reference. The opening instructions direct students to draw a cash-flow timeline, identify the proper analysis method, keep at least two decimal places in intermediate calculations, and match the interest-rate period to the cash-flow timing. Unless a problem states otherwise, the document assumes year-end cash flows and effective annual interest rates. Each question includes dedicated written workspace, making the document appropriate for printing, working through digitally, or using as a timed self-test. The problem set progresses from basic time-value-of-money calculations to more applied economic-decision scenarios. Early questions cover single-payment compounding, present worth, uniform annual deposits, capital recovery, and arithmetic gradients. The middle of the document focuses on project evaluation methods, including net present value, internal rate of return, equivalent uniform annual cost, mutually exclusive alternatives, replacement analysis using opportunity cost, break-even analysis, after-tax operating cash flow, depreciation tax shields, effective annual rates, loan payments, and benefit–cost ratios. The final questions address higher-level decision topics such as sensitivity analysis, real versus nominal interest rates, future-worth comparisons, unequal-life alternatives evaluated with EUAC, and incremental analysis for determining whether a higher-cost alternative is economically justified. The scenarios use fictional equipment, automation, manufacturing, service-vehicle, and investment examples, so the document is positioned as a general study aid rather than official course material.

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Engineering Economics Practice Problems


Engineering Economics Practice
Problems
20 original problems: time value, project selection, taxes, and uncertainty



Original independent resource. All explanations, examples, and practice questions are newly
written for general study. This is not official course material and contains no instructor-provided
assessments, slides, or proprietary content.



Instructions
Show a timeline, identify the method, and retain at least two decimals during intermediate
calculations. Unless otherwise stated, cash flows occur at year-end and rates are effective annual
rates. Do not use a factor table blindly—write the relationship you are applying.

P1 — Single-payment compounding
A technician deposits $8,500 today in an account earning 6.2% effective annually. What amount will
be available at the end of 7 years?

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P2 — Present worth
A manufacturing upgrade will produce a one-time net benefit of $42,000 at the end of year 5. At a
MARR of 9%, what is the maximum amount that could be spent today?

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P3 — Uniform annual series
At 7% effective annual interest, how much must be deposited at the end of each year for 6 years to
accumulate $30,000 immediately after the sixth deposit?

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Original independent study resource | Not affiliated with or endorsed by any university or instructor

, Engineering Economics Practice Problems
P4 — Capital recovery
A test fixture costs $26,000, has a $3,000 salvage value after 5 years, and has no other costs. At
10%, find its equivalent uniform annual cost (EUAC).

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P5 — Arithmetic gradient
A process-improvement program saves $4,000 in year 1, and the savings increase by $900 each
year through year 6. What is the present worth of the savings at 8%?

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P6 — Net present value
A $55,000 automation project generates after-tax net cash inflows of $16,000 at each year-end for 5
years and has a $4,000 salvage value at the end of year 5. At a 11% MARR, calculate NPV and state
the decision.

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P7 — Internal rate of return
An equipment investment costs $40,000 now and returns $12,500 at each year-end for 4 years.
Estimate the IRR and decide whether it clears a 9% MARR.

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P8 — Mutually exclusive alternatives
Choose the lower-EUAC option at 8% over 4 years. Option A: $32,000 first cost, $4,000 annual
operating cost, $5,000 salvage. Option B: $21,000 first cost, $7,200 annual operating cost, $2,000
salvage.

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Original independent study resource | Not affiliated with or endorsed by any university or instructor

Document information

Uploaded on
September 30, 2026
Number of pages
5
Written in
2025/2026
Type
Class notes
Professor(s)
Gulsah hancerliogullari koksalmis
Contains
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