An undeveloped parcel of land surrounded by established urban buildings.
The land bid has to leave room for everything that comes next.

What to take into your next appraisal

  • Define whether the return is a cost margin, revenue margin or dated target.
  • Include land-related costs consistently when solving for the land amount.
  • Treat the result as conditional on the proposal and evidence.

Work back from the proposal to the land

An appraisal with a known land price asks what return the project could produce. A residual calculation reverses the question: given the proposed receipts, other costs and return requirement, what amount remains for land? This makes it useful when comparing acquisition terms or different proposals for the same site.

A residual is sensitive to the scheme being assumed. Its area, use, delivery dates and income affect the answer. Keep these inputs visible rather than presenting the result as a permanent characteristic of the parcel. RICS' development-property standard addresses residual approaches alongside the complexity and uncertainty of development valuations.

Sources: RICS: Valuation of development property

Define the required return before calculating

A static residual starts with the completed development value, deducts non-land costs and allows for the required profit. But profit must have a stated basis. Twenty per cent of revenue is different from twenty per cent of cost. If cost includes land, the profit allowance itself depends on the land amount being solved.

For a simple example, let V be revenue, C be all non-land costs, L be the land price and p be the target profit divided by total cost including land. The equation is V = (C + L) × (1 + p). Rearranging gives L = V / (1 + p) - C.

This is algebra for one defined convention. It is not interchangeable with an appraisal targeting an equity IRR. Record the convention in the output title or immediately beside the result so the next person does not apply a different interpretation.

A worked example with a consistent cost basis

Assume an invented project has revenue of 50 million currency units and non-land costs of 30 million. Set a target profit on total cost, including land, of 20%. This is an illustrative input, not a market benchmark. Ignore timing, financing and tax, and assume no additional land acquisition costs for this first calculation.

The residual is 50 / 1.20 - 30 = 11.667 million, rounded. Total cost including that land amount is 41.667 million, leaving profit of 8.333 million. Dividing profit by total cost returns the specified 20%. The reverse check matters because deducting a percentage from the wrong base produces a plausible but different answer.

If the instruction were instead to reserve 20% of revenue as profit, the residual would be 50 - 30 - 10 = 10 million. Neither answer can be interpreted without its definition. They represent different required margins, not competing arithmetic methods.

Original static examples using revenue of 50m and non-land costs of 30m. Financing, tax and acquisition costs are excluded.
Target basisProfit allowanceResidual land amount
20% of total cost including land8.333m11.667m
20% of revenue10.000m10.000m

Allow for costs that change with the land price

Land acquisition can bring additional payments, such as transaction charges or professional fees. Model their actual basis and timing. A fixed amount is different from a percentage of the purchase price. State whether the reported residual is the amount payable to the seller or a budget including acquisition costs.

Extend the example using a purely illustrative acquisition-cost allowance of 4% of the land price. This is not a tax rate for any jurisdiction. If those costs are included in the same profit-on-cost base, the equation becomes V = [C + L × (1 + 0.04)] × (1 + p). The seller price is therefore (50 / 1.20 - 30) / 1.04, approximately 11.218 million.

The associated acquisition allowance is approximately 0.449 million. Together they use the original 11.667 million available for land and acquisition. Further price-dependent costs or financing effects must also be incorporated consistently rather than deducted twice.

Recalculate the whole convention when inputs change

Return to the first example without acquisition costs. Keep the target at 20% of total cost including land. Increasing non-land costs from 30 million to 33 million reduces the residual from 11.667 million to 8.667 million. Reducing revenue by 5% to 47.5 million, with costs unchanged, produces a residual of 9.583 million.

Combining both changes gives 47.5 / 1.20 - 33 = 6.583 million. The point is to recalculate using the agreed return basis every time. Do not hold a profit amount fixed if the methodology says it changes with a cost or revenue base.

Target profit remains 20% of total cost including land. This sensitivity shows consequences, not probabilities.
CaseRevenueNon-land costsResidual
Starting case50.0m30.0m11.667m
Costs increase by 10%50.0m33.0m8.667m
Revenue reduces by 5%47.5m30.0m9.583m
Both changes47.5m33.0m6.583m

Use dated cash flows when timing drives the answer

The static examples cannot distinguish a receipt next year from the same receipt several years later. In a discounted cash flow approach, dated costs and receipts are valued using a return assumption consistent with the cash flow basis. RICS describes how a development cash flow can be used to estimate a residual.

For an acquisition decision, include the proposed land-payment schedule and relevant price-dependent costs when solving for the amount supported by the chosen target. Preserve a clear distinction between project and equity calculations. A land payment deferred to completion is a different commercial proposition from an immediate payment, even if the quoted price is identical.

Take a separate timing example: pay for land today, pay 30 million in non-land costs at the end of year 1 and receive 50 million at the end of year 2. Use an illustrative 10% annual project discount rate. With no financing, tax or acquisition costs, the supported payment today is 50 / 1.10² - 30 / 1.10 = 14.050 million, rounded. The complete project cash flow has zero NPV at that rate when this land amount is paid.

If only the final receipt moves to the end of year 3, the land amount falls to 50 / 1.10³ - 30 / 1.10 = 10.293 million. The 3.757 million reduction comes entirely from timing. This example uses a dated return requirement instead of the earlier 20% static cost margin. Do not also deduct that static profit allowance without deliberately specifying and explaining a different appraisal method.

Original annual-period example, rounded to three decimals. The rate is an assumed return requirement, not a market benchmark. Calculations use unrounded values.
Project timingReceipt at year 2Receipt at year 3
Non-land payment at end of year 130.000m30.000m
Final receipt50.000m50.000m
Present value of receipt at 10%41.322m37.566m
Present value of non-land payment at 10%27.273m27.273m
Supported land payment today14.050m10.293m

Sources: RICS: Valuation of development property, section 6.2

Review the proposal behind the number

Compare the result with the asking terms and available land-market evidence, then investigate the differences. A residual above the asking price does not establish permission, demand or deliverability. A negative residual describes the tested assumptions; another use, price or programme may produce a different outcome.

Before relying on it, record the scheme, source dates, cost inclusions, return definition, acquisition treatment and sensitivities. If the instruction is a formal market valuation, confirm that scope and basis separately from a developer-specific investment appraisal.

Sources: RICS: Valuation of development property

Sources and further reading

  1. Valuation of development property RICS · Accessed 15 September 2026
  2. Valuation of development property, section 6.2 RICS · Accessed 15 September 2026

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