Raw land, timberland and farmland

Learning Outcome Statement

Explain features of raw land, timberland, and farmland and their investment characteristics.

On the exam: You will see a raw-land, timberland, or farmland fact pattern. The case gives you capital, a fee basis, an appraisal or transaction value, and liquidity details, then asks you to compare assets, judge suitability, or calculate a gross or net multiple in a multiple-choice, matrix-grid, fill-blank, or ordered-response format.

Start with the cash-flow story from your seat as the investor. Raw land may wait for a development or sale event, while timberland and farmland can generate cash before sale. Read the cash flows from your perspective because a sale value tells you the exit price, not what you keep or how quickly you can turn the property into cash.

🔒How land assets create value

Read the visual as a cash-flow map: land can gain value through development or sale, while timber and farmland can also produce income along the way. That distinction matters when you compare an asset with a quoted value. Ask what cash arrives before exit, what drives the exit price, and which risks can delay or reduce those proceeds. The rows below make those differences explicit.

Use those cash flows to explain what supports value. Raw land needs location and development potential to offset limited income and carrying costs. Timberland's value moves with biological growth, harvest timing, timber prices, and land value. Farmland's income can come from leases or crops, with rents, yields, water, weather, and commodity prices shaping the result.

State the value basis before you compare a quoted property value with cash proceeds. An appraisal is an estimate at an appraisal date, while transaction or market value reflects a sale or current market evidence. A stale appraisal can make an asset look more valuable or easier to sell than the price a buyer would accept. Liquidity is constrained by property-sale time, due diligence, thin secondary markets, and the asset's exit conditions: raw land depends on development or sale timing, timberland may need specialized buyers, and farmland faces operating risk and weather.

Carrying costs and operating costs reduce what the investor keeps. A fund management fee does the same. Label every result as gross or net, levered or unlevered, and multiple-based, time-weighted, or money-weighted. A commitment is the amount promised, $C$, while invested capital is the amount put to work, $I$.

When the prompt specifies a fee on invested capital, use $r$ as the annual fee rate in decimal form and $y$ as the fee period in years. If the investor receives gross sale proceeds $P$, call the management fee $F$ and the proceeds after that fee $N$. Use $M_{\mathrm{gross}}$ for the gross multiple and $M_{\mathrm{net}}$ for the net multiple.

$$ \begin{aligned} F &= I \times r \times y \ N &= P - F \ M_{\mathrm{gross}} &= \frac{P}{I}, \qquad M_{\mathrm{net}} = \frac{N}{I} \end{aligned} $$

Each extra dollar of invested capital, a higher rate, or a longer fee period raises $F$, while higher gross proceeds raise both multiples. A larger fee lowers $N$ and the net multiple. The fee base is $I$, so commitment $C$ does not enter these calculations, and no debt appears, so the multiples are unlevered. These outputs are multiple-based, not time-weighted or money-weighted returns.

Worked example

You are handed a timberland sale fact pattern. The fund has a commitment and invested capital, and the property will be sold for transaction value before a management fee. You need the fee-adjusted result labeled gross and net, unlevered and multiple-based.

Before the arithmetic, screen the exit. Timberland may require specialized buyers and due diligence, so transaction value does not promise immediate liquidity. The figures identify a transaction value before the fee, while the earlier liquidity discussion explains why a sale price alone cannot tell you how quickly cash becomes available. Use the chart to connect that exit constraint with the amount of current income an asset produces; these are separate suitability questions.

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Read movement to the right as a harder exit and movement downward as less current income.

1. Apply the stated fee base to invested capital, not commitment. The 1.5% rate is $0.015$ in the formula, so $F = 8,000,000 \times 0.015 \times 1 = 120,000.00$. This produces the management fee deducted from gross proceeds.

2. Subtract the fee from transaction value to find net proceeds: $N = 11,200,000 - 120,000.00 = 11,080,000.00$. This produces proceeds after the stated fee.

3. Divide gross proceeds by invested capital to find the gross multiple: $M_{\mathrm{gross}} = \frac{11,200,000}{8,000,000} = 1.40$. This keeps the measure gross.

4. Divide net proceeds by invested capital to find the net multiple: $M_{\mathrm{net}} = \frac{11,080,000.00}{8,000,000} = 1.39$. This makes the measure net, unlevered, and multiple-based.

The decision uses the net, unlevered multiple, while suitability also depends on whether the mandate can accept harvest-timed cash flow and a specialized-buyer exit.

Changed condition

The same timberland sale keeps its commitment, invested capital, sale proceeds, and fee period, but the management fee rate rises. Predict the direction before touching the calculator: the fee and its drag on net proceeds should rise, the gross multiple should stay fixed, and the net multiple should fall.

The prediction is mechanical. Only $r$ changes, so $F$ rises, $N$ falls, and the net multiple falls. The gross multiple stays fixed because its numerator is gross sale proceeds, and invested capital remains the denominator.

Calculate the higher-rate net multiple yourself before reading on.

Common error

You may use commitment as the fee base or denominator because it is the headline fund size. That choice feels right because the investor promises the commitment, and the commitment often appears first in the fact pattern. But the fee calculation and invested capital use the amount invested, not the commitment.

Calculator

The first sequence uses the original fee and shows how gross sale proceeds become net proceeds before you divide by invested capital. Keep the fee and the denominator separate in your working: the fee is calculated on invested capital, then deducted from proceeds, while the multiple uses invested capital as its denominator. In the second case only the fee rate changes, so compare the displays to see the resulting net multiple.

Check yourself

Revision snapshot