Multinational Capital Budgeting and Cost of CapitalIntroduction and ContextMultinational capital budgeting is the process of evaluating long-term investments whose cash flows are generated in more than one country or currency. It extends domestic capital budgeting by adding exchange-rate uncertainty, differential inflation, foreign taxation, remittance restrictions, political risk, sovereign financing conditions, and the possibility that the interests of a foreign subsidiary and its parent company may differ. A foreign project can be economically attractive at the operating level but unattractive to the parent if profits cannot be remitted, taxes are higher than expected, currency depreciation reduces the parent-currency value of cash flows, or political intervention delays recovery of invested funds. Conversely, a project with modest local returns may create strategic benefits, supply-chain resilience, access to technology, or real options that justify acceptance. The central decision rule remains value-based: accept a project when its incremental value exceeds its incremental cost. However, the analyst must specify whose value is being measured, in which currency, and under which legal, tax, and political assumptions. Learning ObjectivesAfter completing this chapter, the reader should be able to: - Distinguish project, subsidiary, and parent cash flows.
- Convert foreign-currency cash flows into the parent’s reporting currency consistently.
- Incorporate inflation, exchange-rate assumptions, taxation, withholding taxes, and remittance restrictions.
- Apply adjusted discount rates and the adjusted present value approach.
- Estimate cross-border cost of capital and evaluate political and country risk.
- Recognize the value of managerial flexibility and real options.
- Conduct sensitivity, scenario, and simulation analysis for foreign projects.
- Make a defensible multinational investment recommendation.
1. The Multinational Capital-Budgeting ProblemA domestic project is commonly evaluated through incremental after-tax cash flows discounted at a rate reflecting the project’s risk. In a multinational setting, at least three cash-flow perspectives may exist: - Project cash flows: operating cash flows generated by the foreign undertaking in local currency.
- Subsidiary cash flows: cash flows available to the foreign subsidiary after local tax, working-capital needs, financing obligations, and local reinvestment.
- Parent cash flows: cash actually available to the parent after remittance restrictions, withholding tax, transfer pricing, royalties, management fees, debt service, and conversion into the parent currency.
These perspectives are related but not identical. The parent should normally make the investment decision using incremental parent cash flows, because shareholder value is measured in the parent’s economic environment. Project-level analysis remains essential because it identifies the operating economics and helps separate commercial risk from financing and transfer restrictions. The fundamental net present value rule is: NPV = −I₀ + ∑ₜ₌₁ⁿ CFₜ ÷ (1 + k)ᵗ Here, I₀ is the initial investment, CFₜ is the incremental after-tax cash flow in period t, k is the appropriate discount rate, and n is the project life. Cash flows and the discount rate must be expressed in the same currency and under the same inflation convention. If nominal cash flows are used, k must be a nominal rate; if real cash flows are used, a real rate is required. For a foreign project evaluated by a parent, the parent-currency cash flow in period t can be represented as: CFₜᴾ = CFₜᴸ × Sₜ × rₜ × (1 − wₜ) + Rₜ − Tₜᴾ where CFₜᴾ is parent-currency cash flow, CFₜᴸ is distributable local-currency cash flow, Sₜ is the parent currency received per unit of local currency, rₜ is the proportion remitted, wₜ is withholding tax on the remitted amount, Rₜ represents other parent receipts such as royalties or fees, and Tₜᴾ represents incremental parent-level taxes. This is a general planning representation, not a universal tax formula. Local law, tax treaties, foreign tax credits, and the legal form of payments must be examined separately. 2. Building Incremental Foreign Project Cash FlowsInitial investmentThe initial outlay includes more than the purchase price of plant. It may include land, construction, imported equipment, installation, training, licensing, launch expenditure, initial working capital, required inventory, and the opportunity cost of assets transferred from the parent. A transferred asset should be valued at its relevant opportunity cost rather than automatically at historical book value. A useful local-currency schedule is: | Component | Treatment |
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| New fixed assets | Cash outflow at acquisition and installation | | Initial working capital | Outflow; normally recovered at project termination | | Lost contribution from displaced sales | Include if caused by the project | | Sunk expenditure | Exclude unless it creates an incremental tax effect | | Government grant | Include as an inflow, subject to conditions and tax | | Salvage value | Include net of disposal costs and tax |
Operating cash flowA common operating formulation is: OCFₜ = (Salesₜ − CashCostsₜ − Depₜ) × (1 − τₜ) + Depₜ − ΔNWCₜ Here, OCFₜ is operating cash flow, Salesₜ is revenue, CashCostsₜ excludes depreciation, Depₜ is tax depreciation, τₜ is the applicable income-tax rate, and ΔNWCₜ is the increase in net working capital. The expression assumes that taxable income is sales less cash operating costs and depreciation, and that tax losses are usable or otherwise treated correctly. If losses cannot be carried forward or refunded, the simple formula may overstate cash flow. Equivalent algebra is: OCFₜ = (Salesₜ − CashCostsₜ) × (1 − τₜ) + Depₜ × τₜ − ΔNWCₜ The term Depₜ × τₜ is the depreciation tax shield. Depreciation itself is not a cash expense, but it reduces taxable income. Terminal cash flowAt project termination, include after-tax salvage value, recovery of working capital, closure costs, environmental obligations, employee-severance costs, and any release or repatriation of restricted funds. If an asset has tax basis B and is sold for price P, the after-tax disposal proceeds under a simple tax treatment are: ATSV = P − τ × (P − B) where ATSV is after-tax salvage value and τ is the relevant tax rate. This expression assumes a taxable gain or deductible loss equal to sale price minus tax basis and does not include special capital-gains rules. 3. Parent Cash Flows and Remittance RestrictionsThe parent cannot necessarily use every peso, rupee, yuan, or rand generated by a subsidiary. Governments may restrict dividend payments, require central-bank approval, impose minimum local borrowing, limit foreign-exchange access, or require profits to remain invested locally. Some restrictions are temporary; others are structural. The analyst should prepare a remittance schedule identifying: - Cash generated locally.
- Mandatory local reinvestment.
- Debt service and reserve requirements.
- Legally distributable dividend.
- Withholding taxes.
- Timing of remittance.
- Exchange rate at remittance.
- Amount eventually released through liquidation or asset sale.
A blocked-funds balance may have value below its face amount because of delay, inflation, currency depreciation, or costly local reinvestment. A practical valuation approach is to model the expected release date and discount the parent-currency equivalent using a rate appropriate to the release risk. If several release dates are possible, expected values should be probability-weighted, while recognizing that political outcomes may not be independent of exchange rates. Transfer payments require care. Royalties, technical-service fees, interest, and management charges may transfer cash to the parent, but they can trigger withholding taxes, transfer-pricing scrutiny, thin-capitalisation limits, or anti-avoidance rules. The objective is not to minimize tax through unsupported assumptions; it is to model legally supportable cash flows. 4. Inflation and Exchange RatesInflation and exchange rates must be treated consistently. Let πᴸ be local inflation and πᴾ be parent-country inflation. Under relative purchasing power parity, the expected percentage change in the parent-currency price of local currency is approximately: ΔS ÷ S ≈ πᴾ − πᴸ This relationship depends on the quotation convention. If S is parent currency per unit of local currency, higher local inflation generally implies depreciation of the local currency, so S tends to fall. Exact purchasing-power parity uses inflation indices rather than the approximation: Sₜ = S₀ × (1 + πᴾ)ᵗ ÷ (1 + πᴸ)ᵗ This is a planning model, not a law. Interest-rate differentials, capital controls, productivity, commodity prices, risk premia, and market intervention can cause substantial deviations. The consistency rules are essential: - Forecast nominal local cash flows using local nominal prices and costs, convert them using nominal exchange-rate assumptions, and discount at a nominal parent-currency rate.
- Forecast real cash flows using constant purchasing power, use a real exchange-rate framework, and discount at a real rate.
- Do not inflate cash flows and then discount them at a real rate.
- Do not use a current spot exchange rate for every future year unless that is an explicit scenario assumption.
If local cash flows are first converted into parent currency, parent-currency NPV is: NPVᴾ = −I₀ᴾ + ∑ₜ₌₁ⁿ CFₜᴸ × Sₜ ÷ (1 + kᴾ)ᵗ If the exchange-rate quote is local currency per unit of parent currency rather than parent currency per unit of local currency, conversion requires division instead of multiplication. Quote conventions must always be written beside the forecast. Worked Example 1: Inflation and currency conversionAn Indian subsidiary expects distributable cash flow of ₹40 million in year 1. The parent reports in euros. The current exchange rate is ₹90 per euro. Assume euro-area inflation of 2%, Indian inflation of 6%, and a simplified relative-PPP forecast. With the quotation ₹ per euro: S₁ = 90 × (1 + 0.06) ÷ (1 + 0.02) = ₹93.53 per euro approximately The parent-currency cash flow is: CF₁ᴱ = ₹40,000,000 ÷ ₹93.53 per euro ≈ €427,670 The result is not obtained by multiplying by ₹93.53 because the quote is local currency per euro. If local inflation also increases the nominal cash flow, that increase must be forecast separately; otherwise inflation may be counted twice. 5. Discount Rates for Foreign ProjectsForeign project cost of capitalThe weighted average cost of capital is commonly expressed as: WACC = (E ÷ V) × kₑ + (D ÷ V) × kd × (1 − τ) where E is market value of equity, D is market value of interest-bearing debt, V = E + D, kₑ is the required return on equity, kd is the pre-tax cost of debt, and τ is the tax rate applicable to the interest tax shield. The formula assumes stable target weights and that debt interest is tax-deductible. It should not be applied mechanically when financing weights change materially or when project risk differs from the firm’s average risk. The international CAPM may be represented as: kₑ = rf + β × ERPᴹ + CRP where rf is a risk-free rate in the relevant currency, β measures systematic exposure to the chosen market portfolio, ERPᴹ is the market risk premium, and CRP is a country-risk premium. The country-risk premium may be estimated from sovereign spreads, adjusted for equity-market volatility, or assessed through scenario analysis. Such estimates are uncertain and may double-count risk if country exposure is already embedded in beta or cash-flow forecasts. A bottom-up beta is often preferable to a single comparable company beta. The analyst may identify comparable firms, unlever their betas, adjust for project operating characteristics, and relever to the target capital structure. The standard unlevering relationship under simplified assumptions is: βᵤ = βₗ ÷ [1 + (1 − τ) × D ÷ E] where βᵤ is asset or unlevered beta and βₗ is levered equity beta. This relation assumes debt risk is sufficiently low and the tax shield behaves in the stated manner; it is not reliable for highly risky or distressed debt. Should country risk be added to the discount rate?There are three broad approaches: - Cash-flow adjustment: reflect political expropriation, blocked funds, price controls, and tax enforcement directly in scenarios or expected cash flows.
- Discount-rate adjustment: add a justified country or political risk premium to the required return.
- Adjusted present value: value operating cash flows at an unlevered project rate and separately value financing benefits and political or subsidy effects.
Cash-flow adjustment is often more transparent when risk is discrete, such as a 20% probability of expropriation. A discount-rate premium is convenient for broad, continuous risks but can be misleading when risk is asymmetric or concentrated in a single event. Risk should not be added twice. 6. Adjusted Present ValueAdjusted present value separates the value of the project as if financed entirely with equity from the value of financing and other side effects: APV = NPVᵁ + PV(financing side effects) where NPVᵁ is the base-case project NPV discounted at an all-equity rate appropriate to operating risk. Financing side effects may include the present value of interest tax shields, subsidized loans, issue costs, guarantees, and expected financial distress costs. For a tax shield generated by interest payment Intₜ and tax rate τₜ: PV(Tax Shields) = ∑ₜ₌₁ⁿ Intₜ × τₜ ÷ (1 + kTS)ᵗ The discount rate kTS should reflect the risk of realizing the tax shield. If the tax shield is as certain as debt service, a relatively low rate may be appropriate; if the firm may have insufficient taxable income, the shield is riskier. The correct rate is not automatically the cost of debt in every setting. APV is especially useful when leverage changes over time, financing is project-specific, subsidies are material, or political-risk insurance has a separate value. WACC is more convenient when financing proportions remain near a stable target and financing effects are embedded consistently. 7. Real Options in Foreign InvestmentForeign projects frequently contain managerial flexibility. Management may delay entry, expand capacity, abandon operations, switch production among countries, change suppliers, alter product mix, or stage investment. The right, but not the obligation, to take such action is a real option. A conventional NPV may reject a project because it averages favorable and unfavorable outcomes without recognizing that management can avoid some downside. Conversely, it may overstate value if flexibility is assumed costlessly. Important foreign-investment options include: - Option to defer: wait for political or demand information before committing capital.
- Option to expand: add capacity if demand and exchange rates are favorable.
- Option to abandon: sell assets or cease operations if conditions deteriorate.
- Option to switch: move production, sourcing, or currency denomination.
- Option to stage: make a small initial investment that buys information before full entry.
A binomial framework can value a simple option. If the underlying project value can rise by factor u or fall by factor d over one period, and the risk-free gross return is R, the risk-neutral probability is: p = (R − d) ÷ (u − d) The option value is then the discounted risk-neutral expected payoff, subject to the model’s assumptions. The framework assumes a replicating or sufficiently complete market, a defined volatility structure, and appropriate treatment of foreign interest rates and exchange rates. In practice, political risk and illiquidity may make the assumptions weak, so scenario trees are often more defensible than a falsely precise option value. 8. Political Risk, Taxation, and GovernancePolitical risk includes expropriation, forced renegotiation, discriminatory regulation, capital controls, civil disorder, sanctions, abrupt tax changes, local-content requirements, and restrictions on data or technology transfer. Political risk is not limited to the probability of nationalisation; regulatory decisions can reduce cash flow without transferring legal ownership. Risk-mitigation tools include: - political-risk insurance;
- investment treaties and arbitration clauses;
- local partnerships and stakeholder engagement;
- staged investment and modular capacity;
- diversification of suppliers and funding currencies;
- offshore escrow or reserve arrangements where lawful;
- contractual stabilization clauses;
- local debt matched to local revenues;
- scenario-based exit planning.
Tax analysis should include corporate income tax, withholding taxes, indirect taxes, customs duties, transfer pricing, tax holidays, foreign tax credits, loss utilization, depreciation rules, controlled-foreign-company rules, and treaty limitations. A tax holiday may have less value if the subsidiary is initially loss-making or if the parent cannot use foreign tax credits. Governance requires documented assumptions, independent challenge, approval thresholds, compliance review, and post-investment comparison of forecast with actual results. Artificially optimistic exchange rates or unsupported tax assumptions are not merely analytical errors; they may create fiduciary, regulatory, and reputational exposure. 9. A Professional Evaluation ProcessA robust multinational capital-budgeting process can follow these steps: - Define the decision perspective. Identify the parent entity, reporting currency, tax residence, and relevant legal entities.
- Map the operating structure. Document suppliers, customers, funding, ownership, remittance channels, and contractual payments.
- Forecast local operating cash flows. Separate price, volume, cost, inflation, working capital, depreciation, and salvage assumptions.
- Model taxes and restrictions. Identify local tax, withholding, customs, credit, and repatriation rules.
- Specify exchange-rate scenarios. Use market-implied, PPP-based, analyst, and stress scenarios where appropriate.
- Convert to parent cash flows. Use consistent exchange-rate quotations and remittance timing.
- Select the valuation method. Use WACC for stable financing, APV for changing or complex financing, and decision trees or option methods for flexibility.
- Measure risk. Perform sensitivity analysis, scenario analysis, break-even analysis, and, where justified, Monte Carlo simulation.
- Assess strategic and real-option value. Do not add vague strategic benefits without identifying their incremental cash-flow mechanism.
- Review governance and implementation. Establish triggers, monitoring metrics, hedging policy, and post-audit responsibility.
Sensitivity and scenario analysisSensitivity analysis changes one assumption at a time, such as the exchange rate, selling price, volume, tax rate, or terminal value. It identifies value drivers but ignores correlations. Scenario analysis changes a coherent group of assumptions, such as a recession, political disruption, or rapid depreciation. Simulation assigns probability distributions and produces a distribution of NPV rather than a single estimate, but the result is only as credible as the distributions and correlations supplied. Useful outputs include the probability that NPV is negative, the cash-flow-at-risk measure, the break-even exchange rate, and the minimum operating margin required for acceptance. These outputs should supplement, not replace, managerial judgment. Applied Case: Meridian Components’ Mexican ExpansionThe following is an illustrative case, not a report of an actual company. BackgroundMeridian Components, a Canadian manufacturer, is considering a four-year assembly plant in Mexico. The project requires an initial investment of MXN 900 million, including MXN 120 million of working capital. The plant is expected to generate distributable cash flows of MXN 300 million, MXN 360 million, MXN 420 million, and MXN 450 million in years 1–4, before terminal recovery. Working capital of MXN 120 million is recovered in year 4. The parent expects to receive all distributable cash flows, but a 5% withholding tax applies to dividends. The year-4 salvage value is MXN 180 million before tax; assume, for illustration, that its after-tax amount is MXN 150 million. The current quote is MXN 18 per Canadian dollar. Meridian’s base exchange-rate scenario is MXN 18.90, 19.85, 20.84, and 21.88 per Canadian dollar in years 1–4. The parent uses a nominal Canadian-dollar discount rate of 11% for this project. The initial investment is paid immediately at the spot rate. AnalysisParent-currency cash flows are calculated by dividing pesos by the pesos-per-Canadian-dollar quote and multiplying by 95% because of withholding tax. Year 4 includes working-capital recovery and after-tax salvage: | Year | Local cash flow before withholding (MXN m) | Exchange quote (MXN/CAD) | Parent cash flow after 5% withholding (CAD m) |
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| 0 | −900.0 | 18.00 | −50.00 | | 1 | 300.0 | 18.90 | 15.08 | | 2 | 360.0 | 19.85 | 17.24 | | 3 | 420.0 | 20.84 | 19.15 | | 4 | 720.0 | 21.88 | 31.28 |
The year-4 local amount is MXN 450 million operating cash flow + MXN 120 million working-capital recovery + MXN 150 million after-tax salvage. For example, year 1 is approximately MXN 300 million ÷ 18.90 × 0.95 = CAD 15.08 million. The NPV is: NPV = −50.00 + 15.08 ÷ 1.11 + 17.24 ÷ 1.11² + 19.15 ÷ 1.11³ + 31.28 ÷ 1.11⁴ The present values are approximately CAD 13.59 million, 13.99 million, 14.00 million, and 21.19 million. Therefore: NPV ≈ −50.00 + 62.77 = CAD 12.77 million Under the stated assumptions, the project is financially acceptable. However, the recommendation is conditional. A 10% additional depreciation of the peso relative to the base scenario would reduce the parent-currency value of local cash flows. Management should also test whether the 5% withholding rate changes, whether all cash is legally distributable, and whether the salvage estimate is realizable in a politically adverse environment. Approach and decisionMeridian should approve the project only with a staged implementation condition: release full capacity investment after permitting and customer commitments are secured. It should consider local-currency debt if revenues are primarily peso-denominated, while avoiding excessive leverage that could make the project vulnerable to depreciation. A political-risk review, transfer-pricing review, and annual forecast-versus-actual audit should be mandatory. Learning pointsThe case demonstrates that a positive local project does not automatically produce a positive parent result. Currency conversion, withholding tax, remittance timing, and terminal cash flows materially affect value. It also illustrates why a single NPV should be accompanied by scenarios and governance conditions. Technology, Data, and Contemporary PracticeModern multinational finance teams use integrated planning systems that link operating forecasts, tax engines, treasury data, market exchange rates, and legal-entity cash movements. Artificial intelligence can assist with anomaly detection, scenario generation, document review, and forecasting, but it should not be treated as an autonomous valuation authority. Models must be explainable, auditable, protected against data leakage, and reviewed for bias in country-risk assessments. Contemporary practice also emphasizes climate transition risk, supply-chain resilience, sanctions screening, data-localization rules, cyber risk, and sustainability-linked financing. These factors may affect capital expenditure, operating continuity, insurance costs, cost of debt, and terminal value. Their inclusion should be tied to measurable cash-flow or risk assumptions rather than inserted as unverified qualitative adjustments. Limitations and Critical EvaluationNo multinational valuation model can eliminate uncertainty. Exchange-rate parity may fail for long periods; political probabilities are judgmental; tax laws change; market prices may be illiquid; and parent and subsidiary incentives may conflict. Discount-rate adjustments can conceal rather than solve uncertainty, while detailed models can create false precision. The analyst should therefore present a range of outcomes, identify assumptions that drive the recommendation, and state which risks are hedged, transferred, accepted, or unmodeled. A sound model is not necessarily the one with the greatest number of variables. It is the one whose perspective, cash flows, currency convention, tax treatment, risk treatment, and governance are internally consistent and understandable to decision-makers. Chapter SummaryMultinational capital budgeting evaluates foreign investments from a clearly defined perspective, normally that of the parent’s shareholders. The analysis begins with local operating cash flows and then adjusts for taxation, working capital, salvage, remittance restrictions, withholding taxes, and exchange-rate conversion. Nominal cash flows must be paired with nominal discount rates, and real cash flows with real rates. Foreign project risk can be handled through cash-flow scenarios, adjusted discount rates, or adjusted present value. WACC is appropriate when financing policy is stable; APV is especially useful when financing side effects vary or are project-specific. Political risk should be modeled without double counting and mitigated through contractual, financial, operational, and governance measures. Real options recognize that management can defer, expand, abandon, switch, or stage investment. Sensitivity analysis, scenarios, and simulation reveal the drivers and distribution of value, while strong governance prevents unsupported assumptions from entering the model. Key TermsMultinational capital budgeting: Evaluation of long-term investments whose cash flows cross national or currency boundaries. Parent cash flow: Cash ultimately available to the investing parent after taxes, restrictions, and conversion. Subsidiary cash flow: Cash available to the foreign legal entity after local operating and financing requirements. Remittance restriction: A legal or practical limitation on transferring foreign earnings to the parent. Withholding tax: Tax deducted at source from dividends, interest, royalties, or service payments. Purchasing power parity: A relationship linking expected exchange-rate changes to relative inflation. Nominal cash flow: Cash flow stated in money units of the relevant period, including inflation effects. Real cash flow: Cash flow measured in constant purchasing power. Country-risk premium: Additional required return associated with country-specific economic or political risk. Political risk: Risk that government actions or instability reduce investment cash flows or ownership rights. WACC: Weighted average cost of capital based on the market-value financing mix. Adjusted present value: Base project value plus the present value of financing and other side effects. Tax shield: Tax saving generated by deductible expenses such as interest or depreciation. Real option: Valuable managerial flexibility to change an investment decision later. Bottom-up beta: Project beta estimated from comparable firms and adjusted for operating and financial characteristics. Blocked funds: Cash retained locally because it cannot be freely remitted. Transfer pricing: Pricing of transactions between related entities in different jurisdictions. Scenario analysis: Evaluation of coherent alternative sets of assumptions. Sensitivity analysis: Measurement of value changes resulting from variation in one assumption. Terminal value: Cash value received at the end of the explicit project forecast. Review QuestionsShort Answer Questions- Why are parent cash flows generally preferred for the final multinational investment decision?
- Explain the difference between nominal and real valuation.
- What is a remittance restriction, and how can it affect project value?
- State two situations in which APV may be preferred to WACC.
- Why can adding a country-risk premium to the discount rate create double counting?
Long Answer Questions- Explain how a multinational firm should construct parent-currency cash flows from local operating forecasts.
- Compare cash-flow adjustment, discount-rate adjustment, and APV approaches to political risk.
- Discuss the effect of inflation and exchange-rate assumptions on foreign project valuation.
- Explain the role of taxation, withholding taxes, transfer pricing, and foreign tax credits in multinational capital budgeting.
- Evaluate the usefulness and limitations of real options in international investment decisions.
Analytical / Application Questions- A project generates local cash flows for five years, but only 70% can be remitted in years 1–3 and the balance is released in year 5. Design a parent-cash-flow schedule and identify the assumptions required to value the blocked funds.
- A foreign project has a positive local-currency NPV but a negative parent-currency NPV after a projected depreciation. Explain how management should determine whether the difference reflects genuine economic risk or inconsistent currency and inflation assumptions.
- Construct a decision-tree framework for a staged foreign investment in which management may abandon after year 1 if political conditions deteriorate. Identify the cash flows, probabilities, and option value that should be included.
Multiple Choice Questions with AnswersQuestion 1Which cash-flow perspective is normally most relevant for the parent’s final investment decision? A. Historical accounting profit of the subsidiary B. Incremental parent-currency cash flow available to the parent C. Subsidiary revenue before operating costs D. Local gross domestic product Correct Answer: B. Incremental parent-currency cash flow available to the parent Question 2If the exchange-rate quotation is Mexican pesos per Canadian dollar, peso cash flows are converted into Canadian dollars by: A. Multiplying by the quotation B. Adding the quotation C. Dividing by the quotation D. Subtracting the quotation Correct Answer: C. Dividing by the quotation Question 3Nominal cash flows should generally be discounted using: A. A nominal discount rate B. A real discount rate only C. The inflation rate alone D. The spot exchange rate Correct Answer: A. A nominal discount rate Question 4Under the simplified relative purchasing-power relationship, higher local inflation generally causes the local currency to: A. Appreciate against the parent currency B. Depreciate against the parent currency C. Become risk-free D. Have no exchange-rate effect Correct Answer: B. Depreciate against the parent currency Question 5Which item is normally included in adjusted present value? A. Only accounting depreciation B. Base all-equity project NPV plus financing side effects C. Only the subsidiary’s sales forecast D. The current spot exchange rate multiplied by tax Correct Answer: B. Base all-equity project NPV plus financing side effects Question 6A withholding tax on a dividend remitted to the parent primarily reduces: A. The parent’s received cash flow B. The project’s physical capacity C. The local inflation rate D. The firm’s accounting depreciation Correct Answer: A. The parent’s received cash flow Question 7Which is an example of a real option? A. A mandatory historical cost entry B. The right to abandon a project if conditions deteriorate C. A fixed tax rate written in the budget D. A sunk feasibility-study cost Correct Answer: B. The right to abandon a project if conditions deteriorate Question 8The WACC formula uses market-value weights because they: A. Always equal book values B. Reflect the current economic financing mix C. Eliminate political risk D. Guarantee a positive NPV Correct Answer: B. Reflect the current economic financing mix Question 9Which method is particularly useful when project financing changes substantially over time? A. Adjusted present value B. Simple payback without discounting C. Revenue growth alone D. Historical-cost accounting Correct Answer: A. Adjusted present value Question 10Why must country risk be treated carefully in a valuation? A. It can be double-counted in both cash flows and the discount rate B. It never affects cash flows C. It eliminates the need for taxes D. It makes exchange rates irrelevant Correct Answer: A. It can be double-counted in both cash flows and the discount rate
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