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Article · Today in Putting Structure Around Investment Decisions · Issue 01

Financing the Asset Is Not the Same as Valuing the Investment

A project can be easy to finance and still be a poor investment. It can also be an attractive investment but difficult to finance. A model that cannot distinguish those conclusions is not yet ready to support a capital-allocation decision.

For debt-financed projects, the confusion often begins with an intuition that sounds entirely reasonable:

If a project can raise the money, service the loan and repay the lender, the investment must be financially sound?

Not necessarily.

Debt repayment tells us whether a particular credit claim can be honoured under a particular funding structure. Investment appraisal asks whether scarce capital should be committed to the underlying asset or intervention, in this form and at this time, relative to the credible alternatives.

Those questions are connected, but they are not interchangeable.

Investment appraisal ≠ financing appraisal

In practice, the same spreadsheet frequently contains construction costs, operating assumptions, loan drawdowns, interest, repayments, tariffs, grants and cash balances. Once all of these items sit in adjacent rows, it is easy to treat them as parts of one undifferentiated “project cash flow”.

Three habits reinforce the problem:

  1. Funding terms are often known before the investment case is complete. A quoted loan rate and tenor can therefore become the model’s organising assumptions.
  2. Affordability is urgent. Management may need to know whether next year’s budget can support the repayment before the full lifecycle case has been established.
  3. Positive cash in the model looks like value. Loan proceeds and grants can make a cash balance improve even though the asset itself has created no additional value.

The result is a model that may answer “Can the transaction close?” while appearing to answer “Should the investment proceed?”

A robust model should separate three analytical layers.

This layer asks:

What actually changes because the investment occurs?

It models the asset and its operating consequences: capacity, utilisation, output, service levels, losses, downtime, maintenance, energy use, staffing, useful life, deterioration, renewals and operating risk.

Its purpose is to establish the causal bridge between the intervention and the financial consequences. It should compare the investment with a credible counterfactual—not with an imaginary world in which nothing changes and no obligations arise.

This layer asks:

What are those incremental changes worth relative to the credible alternative?

The investment appraisal normally begins on an unlevered basis. It includes the capital expenditure required by the decision and the incremental operating cash flows, avoided costs, revenues, renewals, working capital effects, taxes where relevant, and terminal or residual value attributable to the asset decision.

It excludes debt drawdowns, interest and principal repayments from the underlying asset cash flow. This makes the initial appraisal funding-neutral and allows alternative capital structures to be evaluated without changing the definition of the asset.

This does not mean equity returns are unimportant. Levered equity returns become relevant after a financing structure has been specified. They should not substitute for understanding the economics of the underlying investment.

This layer asks:

How should the preferred investment be paid for, who bears the claims, and can the obligations be supported?

It models funding sources, debt drawdowns, interest, fees, repayment profiles, reserves, covenants, grants, sponsor contributions, liquidity and budget capacity. Its outputs include debt service, coverage ratios, funding gaps, covenant headroom and affordability indicators.

The distinctions within this third layer also matter:

  1. Funding identifies where the money comes from and who ultimately bears the cost.
  2. Financing defines the contractual timing, price and priority of financial claims.
  3. Affordability tests whether the responsible entity can meet those claims without breaching its budget, liquidity or service obligations.

Value the underlying capital decision over the period in which it creates relevant consequences. Then model financing over the life of the financial claims. Do not allow the debt schedule to define the asset appraisal.

This is particularly important when asset life and debt tenor differ.

Debt model → credit claim

Investment model → underlying capital-allocation decision

A 15-year loan tells us when the lender expects to be repaid. It does not imply that a water network, renewable-energy asset, logistics facility or other long-lived investment stops creating costs and benefits after year 15.

Equally, a 50-year appraisal horizon does not imply that the lender has a 50-year claim. If the asset retains useful service potential at the appraisal date, a supportable residual or terminal value may be relevant even though the original debt was repaid decades earlier. That value should reflect remaining economic or service potential, not to be inserted mechanically from accounting book value.

How the principle should appear in the model

The architecture should make the distinction visible.

Model layerCore calculationsPrimary decision output
Physical / OperatingDemand, capacity, output, losses, deterioration, maintenance, useful life and operating scenariosIncremental physical and operating consequences
Investment AppraisalUnlevered incremental cash flows, lifecycle renewals, residual value, NPV, IRR or equivalent decision metricWhether and when the underlying investment creates sufficient value relative to the alternative
Funding, Financing & AffordabilityFunding mix, drawdowns, fees, interest, repayments, reserves, coverage and budget headroomWhether the preferred investment can be financed and its obligations supported

A practical workbook would normally:

  1. define the decision and credible counterfactual;
  2. calculate physical and operating differences between the cases;
  3. translate only those incremental differences into unlevered investment cash flows;
  4. appraise the asset over a decision-relevant horizon;
  5. build the debt and funding schedules separately;
  6. calculate lender, equity and affordability metrics from the appropriate cash flows; and
  7. reconcile the conclusions in one decision dashboard.

That dashboard should be capable of displaying, without contradiction:

  • attractive investment / financeable;
  • attractive investment / not financeable under the proposed structure;
  • weak investment / financeable because repayment relies on other credit support; or
  • weak investment / not financeable.

Consider a water-network renewal programme with the following simplified assumptions:

  • Initial capital cost: R120 million
  • Engineering life: 60 years
  • Investment appraisal horizon: 50 years
  • Verified incremental unlevered net benefit: R8 million per year in real terms
  • Real investment discount rate: 5%
  • Supportable residual value at year 50: R12 million
  • Proposed financing: 15-year, fully amortising loan at 9%

The R8 million is assumed to be the verified net financial consequence after modelling avoided production costs, avoided repairs and only the portion of recovered capacity that can credibly generate cash. It is not simply “volume saved × tariff”.

The present value of 50 years of R8 million real annual benefits is approximately R146.0 million. The present value of the R12 million residual value is approximately R1.0 million.

Investment NPV = R146.0m + R1.0m − R120.0m = +R27.0m

On these assumptions, the underlying investment is attractive.

If the analyst incorrectly truncates the appraisal at the 15-year loan tenor and omits the asset’s remaining service potential, the present value of benefits falls to approximately R83.0 million:

Incorrect 15-year NPV = R83.0m − R120.0m = -R37.0m

The model would reject an investment because the asset was forced to inherit the life of the debt used to finance it.

The proposed loan requires annual debt service of approximately R14.9 million for 15 years.

The project’s year-one cash capacity begins at R8 million. If it grows at 4% nominal inflation while debt service remains fixed, the indicative debt-service coverage ratio begins at approximately 0.54x and remains below 1.0x throughout the loan term.

The investment may therefore be attractive while the proposed full-debt structure is not supportable from the project’s own incremental cash capacity.

The appropriate response is not to rewrite the asset NPV until the debt appears affordable. It is to redesign the funding solution—potentially through a longer tenor, lower debt quantum, grant contribution, sponsor funding, phased delivery or another allocation of the cost—and then retest affordability.

The reverse outcome is also possible. A lender may be fully protected by a sovereign guarantee, parent-company balance sheet or ring-fenced revenue claim even where the asset’s standalone NPV is weak. The credit can therefore be sound while the underlying capital-allocation decision remains poor. In essential infrastructure, that weak financial NPV may still be outweighed by a separate economic, compliance, resilience or service-delivery case—but the model must make that case explicit.

Conflating investment and financing can produce several false conclusions:

  • rejecting a long-lived asset because its benefits were truncated at the debt maturity date;
  • approving a poor asset because a guarantee or strong sponsor makes the lender comfortable;
  • treating loan proceeds as benefits and principal repayments as operating costs;
  • claiming that a grant has improved the asset’s underlying economics when it has changed the funding burden;
  • selecting a funding structure before establishing which investment alternative is preferred; or
  • obscuring whether the binding constraint is value, liquidity, debt capacity, timing or risk allocation.

These are not spreadsheet errors. They are decision-architecture errors.

Sources and methodology note

Datatricx worked example based on illustrative assumptions. The analysis separates unlevered investment appraisal from financing affordability and compares a 50-year asset appraisal with a 15-year debt tenor. No external project data is used. The figures are demonstrative.

Putting structure around investment decisions.

Bring us the decision, not a perfect specification.

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