Adam Smith's Doctrine of Rent
Source: David Ricardo, On the Principles of Political Economy and Taxation, Chapter XXIV, "Doctrine of Adam Smith concerning the Rent of Land" • Course status: full course day for the Ricardo principles course
Key terms
Ricardo uses this chapter to sharpen a disagreement with Adam Smith. Smith often describes rent as a surplus that food naturally leaves after paying cultivation costs and ordinary profit. Ricardo replies that rent is not guaranteed by food's usefulness or abundance. It appears because equally sized capitals earn unequal returns on different land, or on successive applications to the same land.
| Term | Meaning |
|---|---|
| Ordinary profit | The return required to keep capital in farming rather than another trade |
| Marginal capital | The last worthwhile portion of capital applied to land; it earns ordinary profit but no rent |
| Differential rent | The excess return of a better site or earlier capital over the marginal return |
| Absolute fertility | A plot's total physical output considered by itself |
| Relative fertility | A plot's output compared with the land or capital setting the margin |
| Component of price | A cost that must be covered for the marginal unit to be supplied |
The disagreement in one question
Smith and Ricardo both see that a farmer must recover expenses and ordinary profit. The dispute begins after that point:
Ricardo thinks Smith moves too quickly from “food can leave a surplus” to “land must always pay rent.” A surplus above labour costs is not automatically rent because the farmer's capital must also earn the ordinary profit available elsewhere.
The no-rent margin
Imagine three equal investments in cultivation. Each costs £1,000 and must earn £200 of ordinary profit. Their harvests differ because the sites differ.
| Site | Harvest value | Costs plus ordinary profit | Excess over the requirement |
|---|---|---|---|
| Best field | £1,500 | £1,200 | £300 |
| Middle field | £1,350 | £1,200 | £150 |
| Marginal field | £1,200 | £1,200 | £0 |
The marginal field can stay in production, but it cannot pay rent. Its £1,200 return merely replaces the investment and supplies ordinary profit. Competition for the two better fields transfers their advantages to landlords as rent.
BEST FIELD MIDDLE FIELD MARGINAL FIELD
£1,500 £1,350 £1,200
- £1,200 - £1,200 - £1,200
= £300 rent = £150 rent = £0 rent
^
|
price-regulating return
This is the chapter's anchor: the rent-free margin is not necessarily unused wasteland. It may be the last field brought into cultivation or the last dose of capital applied to an existing farm.
A last investment on rented land
Ricardo's strongest example avoids the objection that every visible acre in an old country pays rent. Suppose a tenant already rents a farm and has invested £10,000. The tenant considers adding another £1,000 for drainage or extra cultivation.
The tenant adds the capital only if its return matches what £1,000 could earn elsewhere. If the landlord later demands an extra payment equal to that ordinary profit, the investment becomes uncompetitive and leaves farming. The marginal investment therefore regulates the price of produce while paying no rent.
This matters because it separates the physical farm from the economic margin. One farm can pay rent overall while its last useful investment pays none.
Why rent does not set the price of corn
Smith sometimes treats wages, profit, and rent as three component parts of price. Ricardo reverses the direction for rent:
Corn must sell for enough to cover the marginal producer's expenses and ordinary profit. That producer pays no rent. Better producers sell at the same market price and receive more than their own requirement; that difference becomes rent. In Ricardo's model, high rent is therefore an effect of costly marginal production, not a cause of the high price.
Do not overgeneralise the claim. A particular lease payment is a real expense for a particular tenant. Ricardo's narrower point is about the price-regulating unit for the whole market: it is supplied without a rent charge.
Worked miniature: a demand increase
Begin with two fields that can satisfy demand. Equal capital produces 100 quarters on A and 90 on B. Field B is marginal.
| Stage | Field A | Field B | Field C | Margin | Total rent in corn |
|---|---|---|---|---|---|
| Lower demand | 100 | 90 | not used | B at 90 | (100 - 90) = 10 |
| Higher demand | 100 | 90 | 75 | C at 75 | (100 - 75) + (90 - 75) = 40 |
When demand requires Field C, the price must cover producing a quarter under C's less productive conditions. Fields A and B now enjoy larger advantages over the new margin. Rent rises from 10 to 40 quarters even though no landlord caused any field to become less fertile.
The line marks the marginal return. The vertical distance above it is the rent-bearing advantage.
Use the rent Lab
The existing rent Lab makes the comparison manipulable. Change the output of the three plots and watch the marginal plot and differential rents move.
Try two experiments:
- Make all plots equally productive. With no relative advantage, differential rent should disappear.
- Lower the output of the weakest cultivated plot while holding the better plots steady. The margin falls and the rent gaps widen.
The Lab isolates differential fertility. Ricardo also allows situation, transport access, and successive investments on the same land to create the relevant differences. It does not model demand, price formation, leases, improvements, or ordinary profit explicitly.
Land and mines follow the same rule
Ricardo notices that Smith explains mine rents more clearly than land rents. A poor mine may cover extraction costs and ordinary profit but pay no rent. Better mines earn rent because they have advantages over the poorest mine needed to meet demand.
Ricardo argues that the same comparison must govern both. Relative productivity, not the label “agriculture” or “mining,” determines rent.
LAND MINES
worse field at the margin poorer mine at the margin
| |
v v
covers costs + ordinary profit covers costs + ordinary profit
| |
v v
better fields pay differential rent better mines pay differential rentAbundance can lower rent
Smith suggests that a more abundant staple, such as potatoes rather than wheat, could enlarge the landlord's share. Ricardo says the immediate effect can run the other way. If the same population can be fed from less land, the worst fields are abandoned and the cultivated margin moves upward.
Population and accumulation might later expand demand enough to bring the old margin back into use. Ricardo's claim is about the mechanism and sequence: abundance does not mechanically award a larger share to landlords.
Money price versus relative price
The chapter closes with another distinction. Corn can have a high money price because money itself has lost value, or it can be dear relative to manufactured goods because corn has become harder to produce.
| Change | Corn in money | Corn relative to manufactures | Likely effect on landlord |
|---|---|---|---|
| Money loses value | rises | broadly unchanged | mostly nominal |
| Marginal corn cost rises | rises | rises | real rent advantage increases |
Landlords gain from a rise in corn's relative value because their rent buys more manufactured goods. A general fall in money's purchasing power merely changes the unit in which many prices are quoted.
Key takeaways
- A productive surplus is not automatically rent; capital must first recover costs and ordinary profit.
- The last worthwhile field or portion of capital earns ordinary profit but pays no rent.
- Better land pays rent because its return exceeds the marginal return.
- Marginal production regulates the price of raw produce, so rent follows price rather than composing it.
- Land and mines obey the same differential principle.
- Greater abundance can move cultivation away from poor land and lower rent before population catches up.
- A high money price of corn is different from a high relative value of corn.
Checklist
- [ ] Can you distinguish ordinary profit from rent?
- [ ] Can you identify the rent-free margin even when an entire farm pays rent?
- [ ] Can you calculate rent as output above the marginal return?
- [ ] Can you explain why Ricardo treats rent as an effect, not a cause, of corn's price?
- [ ] Can you use the Lab to make differential rent disappear?
- [ ] Can you apply the same rule to a field and a mine?
- [ ] Can you separate a fall in money's value from a rise in corn's relative value?