ACCA FM Investment Appraisal: NPV Mistakes & Examiner Evidence
ACCA FM Investment Appraisal
Investment appraisal accounts for 20–25% of ACCA FM marks every sitting. Yet the SD24 and MJ25 examiner reports reveal the same NPV errors appearing repeatedly — sunk costs included, working capital mistreated, IRR interpolation botched. This guide maps every mistake the examiner flags to the exact technique you need, with real exam evidence from Galle Co (SD24) and Sulu Co (MJ25).
Key Takeaways — ACCA FM Investment Appraisal
- NPV is the primary method — the examiner awards marks for cash-flow accuracy, not just the final number
- Sunk costs, depreciation, and working-capital increments are the three most common errors (SD24 & MJ25 reports)
- Capital rationing tested in Sulu Co (MJ25) — profitability index ranking for divisible projects
- IRR interpolation — candidates mix up signs, producing wrong answers even with correct NPVs
- Real vs nominal — Fisher formula application and tax-allowable depreciation in inflation are regular mark-losers
- Sensitivity analysis — quick 2–3 marks available if you know the formula and can interpret the result
Table of Contents
1. NPV Calculations: 7 Mistakes the Examiner Keeps Flagging
The SD24 examiner report on Galle Co and the MJ25 report on Sulu Co identify the same recurring errors. The FM pass rate dropped to 48% in December 2025 — most marks are lost on detail inside NPV calculations, not on missing formulas.
Mistake 1: Including Sunk Costs
Examiner evidence (MJ25, Sulu Co): R&D costs of $200,000 already spent were classified as sunk costs. Candidates incorrectly included the annual $50,000 amortisation in cash flows. The correct approach: add back the $50,000 to convert from profit to cash flow.
Sunk costs are past expenditures that cannot be recovered regardless of whether the project proceeds. They must be excluded from investment appraisal calculations entirely.
Mistake 2: Using Profit Instead of Cash Flows
Examiner evidence (SD24, Galle Co): Too many candidates failed to convert from profit to cash flow — they either skipped adjustments or deducted depreciation twice (once as expense, then again as adjustment).
The rule: add back depreciation and non-cash items, then handle working capital changes separately. If the question provides revenue and cost figures directly, you are already working with cash flows.
Mistake 3: Tax Timing Errors
Examiner guidance: Recent papers state explicitly that tax is paid at the end of the year to which it relates. Candidates who automatically defer tax by one year lose marks when the question says otherwise.
Always read the question requirement for specific tax timing. Apply the correct tax rate to taxable cash flows at the specified timing point.
Mistake 4: Working Capital — Total vs Incremental
Examiner evidence (SD24 & MJ25): Working capital is one of the most reliable mark-losers in FM. Two errors dominate: using total working capital each year instead of the incremental change, and failing to release working capital in the final year.
| Year | WC Required | Incremental Cash Flow |
|---|---|---|
| 0 | $80,000 | ($80,000) outflow |
| 1 | $82,400 | ($2,400) outflow |
| 2 | $84,872 | ($2,472) outflow |
| 3 (final) | Nil | $84,872 inflow (release) |
Mistake 5: Residual Values & Balancing Allowances
When equipment is sold at a value different from its tax-written-down value (TWDV), candidates must calculate the balancing allowance or charge. The examiner reports candidates frequently skip this step entirely.
- Balancing allowance = TWDV − Sale proceeds (when TWDV > proceeds) — gives tax relief
- Balancing charge = Sale proceeds − TWDV (when proceeds > TWDV) — creates tax liability
Understanding capital structure implications helps when residual values affect post-project gearing ratios.
Mistake 6: Spreadsheet NPV Function Errors
Examiner evidence: The FM examiner has recommended using the spreadsheet NPV function rather than tabular discount factors. However, candidates incorrectly include Year 0 in the NPV function.
Correct syntax: =NPV(rate, Year1:YearN) + Year0_cashflow
The NPV function assumes the first value occurs at T1, not T0. Including the initial investment inside the function discounts it by one year, understating the outflow.
Mistake 7: Market Value vs Book Value
Examiner evidence (SD24): Candidates used book values for equity when calculating post-project gearing. The correct approach: calculate new EPS, apply the unchanged P/E ratio to find the new share price, then use market values for gearing calculations.
2. Capital Rationing: Sulu Co MJ25 Walkthrough
Examiner evidence (MJ25, Sulu Co): This question tested divisible capital rationing with $2.1m available and mutually exclusive projects. The examiner noted candidates must rank by profitability index (PI), not by NPV alone.
Divisible Projects: Profitability Index Method
| Project | NPV | Investment | PI (NPV ÷ Investment) | Rank |
|---|---|---|---|---|
| D | $400k | $950k | 0.42 | 1st |
| B | $350k | $850k | 0.41 | 2nd |
| A | $320k | $900k | 0.36 | 3rd |
| E | $215k | $600k | 0.36 | 4th |
| C | −$50k | $400k | −0.13 | Reject |
The MJ25 examiner report states that Project C should be rejected immediately due to its negative NPV. The optimal plan: 100% of D ($950k), 100% of B ($850k), 50% of E ($300k), achieving total NPV of $857.5k.
Hard vs Soft Capital Rationing
Hard rationing stems from external constraints: bank lending restrictions, lack of collateral, high gearing concerns, or tight economic conditions. Soft rationing arises internally: management growth-rate policies, dividend commitments, or strategic risk limits.
Effective working capital management often determines how much internal funding is available before capital rationing bites.
3. Real vs Nominal: Inflation Adjustments
The examiner frequently tests whether candidates can apply inflation correctly. Confusion between real and nominal approaches costs marks every sitting.
The Fisher Formula
(1 + nominal rate) = (1 + real rate) × (1 + inflation rate)
Example: Real cost of capital 4.8%, general inflation 5.0%. Nominal cost of capital = (1.048 × 1.05) − 1 = 10.04%.
Nominal Approach (Most Common in Exams)
- Inflate revenues and costs at their specific inflation rates
- Use general inflation only when no specific rate is given
- Discount at the nominal cost of capital
Cumulative inflation example: Year 1 price = $70 × 1.045 = $73.15. Year 2 = $70 × (1.045)² = $76.44.
Critical Tax Point in Inflation
Tax-allowable depreciation does not inflate. This is the single most-tested nuance. TAD benefits remain at their nominal (historical cost) values regardless of inflation — creating a relative disadvantage in high-inflation environments. In a real-terms NPV, you must still include TAD at nominal values.
Students preparing for risk management questions should understand how inflation uncertainty compounds project risk.
4. IRR vs NPV: When Each Method Applies
The examiner expects candidates to know why NPV is the primary method, not just how to calculate it.
NPV Advantages Over IRR
| Feature | NPV | IRR |
|---|---|---|
| Absolute vs relative | Absolute $ value created | Percentage return |
| Mutually exclusive projects | Correctly ranks by value | Can mislead on scale |
| Non-conventional cash flows | Single answer always | Multiple IRRs possible |
| Capital rationing | Works with PI method | Cannot handle rationing |
| Communication | Requires finance literacy | Intuitive percentage |
IRR Interpolation: Getting It Right
Examiner evidence (SD24 & MJ25): Candidates mix up which NPV goes where in the formula, or use two positive (or two negative) NPVs instead of one of each.
IRR = a + [NPV_a ÷ (NPV_a − NPV_b)] × (b − a)
Where: a = lower rate (positive NPV), b = higher rate (negative NPV).
Example: NPV at 7% = +$35,000. NPV at 11% = −$25,000. IRR = 7% + [35,000 ÷ (35,000 − (−25,000))] × (11% − 7%) = 7% + [35,000 ÷ 60,000] × 4% = 9.3%.
Common error: writing 35,000 ÷ (35,000 − 25,000) = wrong! The denominator must account for the sign difference.
For advanced valuation techniques using IRR, see our dedicated guide.
5. Sensitivity Analysis: Quick Marks Available
Sensitivity analysis regularly appears for 2–3 marks. The formula is straightforward, but candidates lose marks by not interpreting the result.
Sensitivity = (NPV ÷ PV of the variable being tested) × 100%
Example: NPV = $247k, PV of sales revenue = $1.2m. Sensitivity = 20.6%. Meaning: sales volume would need to fall by 20.6% before the project becomes unviable.
Limitations the Examiner Expects You to State
- Tests variables in isolation — ignores correlation between variables
- Provides no probability of the change occurring
- Assumes linear relationships that may not hold
- Does not indicate which scenario is most likely
For a broader perspective on handling uncertainty in FM, see our exam tips guide covering all sections.
6. Tax-Allowable Depreciation in NPV
TAD questions appear in most Section C investment appraisal questions. The calculation itself is mechanical, but timing errors are common.
25% Reducing Balance (Most Common)
| Year | Opening TWDV | TAD (25%) | Closing TWDV | Tax Benefit @20% |
|---|---|---|---|---|
| 1 | $500,000 | $125,000 | $375,000 | $25,000 |
| 2 | $375,000 | $93,750 | $281,250 | $18,750 |
| 3 | $281,250 | $70,313 | $210,937 | $14,063 |
| 3 (bal. allow.) | $210,937 | $110,937* | — | $22,187 |
*Assuming sale proceeds of $100,000. Balancing allowance = $210,937 − $100,000 = $110,937.
When tax is paid one year in arrears, the Year 1 TAD benefit becomes a Year 2 cash inflow. Always verify the question’s specific timing instruction.
For comprehensive study materials covering TAD calculations, consider BPP FM printed books or BPP ECR online classes.
7. Spreadsheet Layout & Exam Technique
Examiner evidence: The examiner consistently emphasises clear workings, structured layouts, and commenting on results — not just calculating numbers.
Recommended NPV Layout
Use a columnar format with years across the top (T0 to T4/T5). Rows should follow this order: revenue, variable costs, fixed costs, taxable cash flow, tax, after-tax cash flow, add back depreciation, TAD benefit, capital expenditure, working capital, net cash flow, discount factor, present value.
Time Management
| Section | Questions | Marks | Time per Question |
|---|---|---|---|
| A (OT) | 15 | 30 | 1.8 minutes |
| B (Case OT) | 15 | 30 | 3.6 minutes (per 5-Q case) |
| C (Constructed) | 2 | 40 | 1.8 minutes per mark |
Examiner’s Recurring Advice
- Show workings clearly — method marks protect you even when arithmetic slips
- Comment on results — stating "NPV is positive, accept the project" earns the advisory mark
- Read the requirement — the SD24 report notes candidates answering questions that were not asked (defining risk vs uncertainty when it was not required)
- Use the formula sheet — provided in the exam; no need to memorise annuity or perpetuity formulas
For the complete list of FM technical articles from ACCA, see our FM technical articles compilation.
FAQ: ACCA FM Investment Appraisal
What percentage of FM marks come from investment appraisal?
Investment appraisal typically accounts for 20–25% of total ACCA FM marks. It appears in Section A (objective tests), Section B (case-based OTs), and Section C (constructed response). The SD24 and MJ25 exams both featured full 20-mark Section C investment appraisal questions.
What is the most common NPV mistake in ACCA FM?
According to examiner reports from 2024–2025, the most common NPV mistakes are: including sunk costs, using profit figures instead of cash flows, treating working capital as total amounts rather than incremental changes, and tax timing errors. Working capital errors are described as the most reliable mark-losers in FM.
When should I use IRR instead of NPV?
NPV is the primary evaluation method and should be used for mutually exclusive projects, capital rationing, and non-conventional cash flows. IRR is useful for communicating results to non-financial managers (intuitive percentage format) and quick screening of projects. Never rely on IRR alone when projects have different scales or non-conventional cash flow patterns.
How do I handle inflation in FM NPV calculations?
The most common exam approach uses nominal terms: inflate cash flows at specific inflation rates (or general inflation if no specific rate is given), then discount at the nominal cost of capital using the Fisher formula. The critical point: tax-allowable depreciation does not inflate — it remains at historical cost values regardless of inflation.
What is the profitability index method for capital rationing?
For divisible projects under single-period capital rationing, calculate PI = NPV ÷ Initial Investment for each project, rank from highest to lowest, then invest in order until funds are exhausted. Reject any project with negative NPV immediately. For indivisible projects, use trial and error to test different combinations within the budget constraint.
About the Author
Vicky Sarin, CA — Chartered Accountant with 25+ years in audit and financial training. Vicky has coached hundreds of ACCA FM candidates, drawing on examiner report analysis and real-world financial management experience to help students avoid the mistakes that cost marks. Connect on Eduyush.
For official ACCA FM exam guidance, syllabus updates, and practice questions, visit the ACCA FM resource page.Also refer our detailed guide on tips on how to pass the ACCA FM Exams.
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