Note · Fundamental concepts
What is the law of diminishing returns? When more gives less
The law of diminishing returns says that adding more of one input to a fixed amount of another eventually adds less output each time. Worked through with baristas and one espresso machine.
Comments marked the Graphite mark are Graphite’s.
Graphite’s comments.
Contents · 6 sections
The law of diminishing returns says that if you keep adding more of one input to a fixed amount of another, each extra unit eventually adds less output than the one before. A café with one espresso machine gains a lot from a second barista, less from a fourth, and almost nothing from a sixth. The returns diminish, but output usually still rises; the law describes the size of each addition, not a fall in the total.
In short
- Diminishing returns happen when one input grows while another stays fixed: more workers, one machine; more fertilizer, one field.
- Returns often rise at first and then fall; the law says only that they eventually shrink, and can even turn negative.
- It is a short-run idea. Economies of scale are about growing every input at once, and the two can both be true of the same firm.
What does the law of diminishing returns say?
The law concerns a firm, a farm or a person working with at least one input that can't change, at least for now. Economists call output from one more unit of an input its marginal product. The law says that, with other inputs held fixed, the marginal product of the input being added eventually falls. OpenStax's Principles of Economics calls it the law of diminishing marginal product and gives the reason in two words: fixed capital. The second, third and fourth workers share the same tools, space and machines as the first.
The word "eventually" matters. Marginal product often rises at first, because a second worker lets two people specialize. Only past some point does each addition bring less. And diminishing is not the same as negative: the total keeps growing, just more slowly, until the input is so crowded that it gets in its own way.
How does it work in a café? A worked example
Take a café with one espresso machine and a counter of fixed size. Here is how many coffees an hour it can serve with different numbers of baristas on shift:
| Baristas | Coffees per hour | Extra coffees from the last barista |
|---|---|---|
| 0 | 0 | — |
| 1 | 30 | 30 |
| 2 | 70 | 40 |
| 3 | 100 | 30 |
| 4 | 120 | 20 |
| 5 | 130 | 10 |
| 6 | 132 | 2 |
| 7 | 128 | −4 |
Step through it. One barista does everything: takes orders, grinds, pulls shots, steams milk, rings up. A second lets one work the machine while the other takes orders and handles milk, so the pair makes 40 more coffees, not 30: returns are rising. The third still helps, adding 30. From the fourth on, each new barista mostly waits for the one espresso machine, and the additions shrink to 20, 10 and 2. The seventh actually lowers output, because people are now in each other's way behind a crowded counter.
The table also shows how many baristas are worth hiring, which is a question at the margin. Suppose each barista costs $20 an hour, and each coffee brings in $2 above the cost of its beans and milk. A barista pays for themselves only if they add more than 10 coffees an hour. The fourth adds 20, worth $40, so hire them. The fifth adds 10, worth exactly $20, so it is a wash. The sixth adds 2, worth $4, against a $20 wage. Diminishing returns are why the café stops at four or five, not because more baristas would serve no more coffee, but because the extra coffee stops covering the extra pay.
Where did the idea come from?
Diminishing returns are one of the oldest ideas in economics, and they began on farmland. In the 1760s the French economist Jacques Turgot described how each extra dose of labor or capital on a field "would be less and less productive." In 1815, four British writers, David Ricardo, Thomas Malthus, Edward West and Robert Torrens, each used the idea to explain land rent and the high price of grain, as Wikipedia's history of the concept records. Malthus had already argued in 1798 that food could not keep pace with a growing population, and diminishing returns on fixed land gave that fear its economic logic: if land is fixed and each extra worker adds less food, a growing population must eventually run short.
That prediction shows where the law stops. It holds only with technology fixed. New crop varieties, synthetic fertilizer and machinery raised what each acre could grow, which shifted the whole curve upward. Diminishing returns still apply on the new curve; they just start from a higher level.
Is it the same as economies of scale?
No, and confusing the two is the most common mistake made with the idea. Diminishing returns are about adding one input while another stays fixed. Economies of scale, as OpenStax explains, are about growing everything together, in the long run, when every input can change.
| Diminishing returns | Economies of scale | |
|---|---|---|
| What changes | One input; the others are fixed | All inputs together |
| Time frame | Short run | Long run |
| The question | What does one more barista add, with one machine? | What happens to cost per coffee if the café doubles everything: machines, staff, space? |
| Typical result | Each addition adds less | Cost per unit falls, then may level off or rise |
| The opposite case | Rising returns, at first | Diseconomies of scale, when a firm gets too big to run well |
A café can face both at once. With one machine, the fifth barista adds little. But opening a second machine with its own counter and staff might serve coffee more cheaply per cup than the first, through bulk buying and shared management. The first fact is about crowding a fixed input; the second is about the size of the whole operation.
Where else do diminishing returns show up?
The same curve appears wherever one input is piled onto a fixed base. These examples illustrate the shape; they aren't advice.
Fertilizer. The first kilograms of nitrogen on a field low in it can raise the harvest a lot; later kilograms add less, and too much can harm the crop and wash into rivers. Agronomists measure these response curves and usually recommend stopping before the yield peaks, at the rate where the extra grain stops paying for the extra fertilizer.
Studying. On a fixed evening and a fixed attention span, the first hour of revision covers the main material, while the fourth hour adds less, and past a point tiredness can make it count for little. Spreading the same hours over several days changes the fixed input, and often the result.
Exercise. US health guidelines say any amount of physical activity has some health benefits and recommend 150 to 300 minutes a week of moderate activity for adults. For an athlete with fixed time to recover, extra training hours tend to add less fitness each and more risk of injury.
Each case has the same structure as the café: output as a function of one input, rising but bending over as that input grows against something that doesn't. Because resources are scarce, knowing where the bend begins is how to decide where to stop.
Check yourself
- Why did the second barista add more coffee than the first, while the fifth added much less?
- Why would the café stop hiring before output stops rising?
- What is the difference between diminishing returns and diseconomies of scale?
Sources
- 7.2 Production in the Short Run — OpenStax, Principles of Economics 3e, 2022
- 7.5 Costs in the Long Run — OpenStax, Principles of Economics 3e, 2022
- Diminishing returns — Wikipedia
- Top 10 things to know about the second edition of the Physical Activity Guidelines for Americans — Office of Disease Prevention and Health Promotion, U.S. Department of Health and Human Services, 2025