What Is the Law of Diminishing Marginal Returns?
The law of diminishing marginal returns is a theory in economics that predicts that after some optimal level of capacity is reached, adding an additional factor of production will actually result in smaller increases in output. For example, a factory employs workers to manufacture its products, and, at some point, the company operates at an optimal level. With other production factors constant, adding additional workers beyond this optimal level will result in less efficient operations.
- The law of diminishing marginal returns states that adding an additional factor of production results in smaller increases in output.
- After some optimal level of capacity utilization, the addition of any larger amounts of a factor of production will inevitably yields decreased per-unit incremental returns, the law says.
- Also known as the law of diminishing returns, this principle is closely related to the concepts of diminishing marginal productivity, and the law of variable proportions.
Law of Diminishing Marginal Returns
Understanding the Law of Diminishing Marginal Returns
The law of diminishing marginal returns is also known as the law of diminishing returns, the principle of diminishing marginal productivity, and the law of variable proportions. This law affirms that the addition of a larger amount of one factor of production, ceteris paribus, inevitably yields decreased per-unit incremental returns. The law does not imply that the additional unit decreases total production, which is known as negative returns; however, this is commonly the result.
The law of diminishing marginal returns does not imply that the additional unit decreases total production, but this is usually the result.
The law of diminishing returns is not only a fundamental principle of economics, but it also plays a starring role in production theory. Production theory is the study of the economic process of converting inputs into outputs.
History of The Law of Diminishing Returns
The idea of diminishing returns has ties to some of the world’s earliest economists including Jacques Turgot, Johann Heinrich von Thünen, Thomas Robert Malthus, David Ricardo, and James Steuart. The first recorded expression of diminishing returns came from Turgot in the mid-1700s. Classical economists, such as Ricardo and Malthus, attribute successive diminishment of output to a decrease in quality of input. Ricardo contributed to the development of the law, referring to it as the "intensive margin of cultivation."
He was the first to demonstrate how additional labor and capital added to a fixed piece of land would successively generate smaller output increases. Malthus introduced the idea during the construction of his population theory. This theory argues that population grows geometrically while food production increases arithmetically, resulting in a population outgrowing its food supply. Malthus’ ideas about limited food production stem from diminishing returns.
Neoclassical economists postulate that each “unit” of labor is exactly the same, and diminishing returns are caused by a disruption of the entire production process as extra units of labor are added to a set amount of capital.
Diminishing Marginal Returns vs. Returns to Scale
Diminishing marginal returns are an effect of increasing input in the short run while at least one production variable is kept constant, such as labor or capital. Returns to scale, on the other hand, are an effect of increasing input in all variables of production in the long run.
Also known as economies of scale, let's look at a simple example. First imagine a manufacturer that is able to double its total input but gets only a 60 percent increase in total output; this is an example of decreasing returns to scale. Now, if the same manufacturer ends up doubling its total output, then it has achieved constant returns to scale, where the increase in output is proportional to the increase in production input. However, economies of scale, will occur when the percentage increase in output is higher than the percentage increase in input - so that by doubling inputs, output triples.