MicroFactor Markets

Monopsony

A single buyer of labor must raise the wage for everyone to hire one more worker, so it hires fewer workers at a lower wage.

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A monopsony is a single buyer, the mirror image of a monopoly. A monopoly must cut its price to sell more (Why Marginal Revenue Is Below Price); a monopsony employer must raise its wage to hire more. Instead of the shifting curves of Shifts in Labor Demand and Supply, it chooses a point on the labor supply curve.

Key idea

To hire one more worker, a monopsonist must pay a higher wage to all its workers, so the marginal factor cost (MFC, also called marginal resource cost) is above the wage. It hires where $MRP = MFC$, then pays the wage on the supply curve at that number of workers. The result: fewer workers and a lower wage than a competitive labor market. With linear supply $w = w_0 + sL$, $MFC = w_0 + 2sL$.

Why it works

Suppose 10 workers would work for \$15 an hour, but an 11th needs \$16. Hiring the 11th costs \$16 for that worker plus \$1 more for each of the other 10: \$26 in all. That's the MFC. Since it's above the wage, the employer stops hiring earlier than a competitive employer would, and the wage only has to be high enough to attract that smaller number of workers. In this model, a minimum wage set between the monopsony wage and the competitive wage makes the MFC flat up to the supply curve and can raise employment.
MRP meets MFC at the hiring point; the dotted line drops to the supply curve for the wage. Turn on the minimum wage to see employment rise in the model.

Worked example: A one-company town

Labor supply is $w = 5 + L$ (dollars an hour), and workers' MRP is $35 - L$. Find the monopsony employment and wage, and compare with a competitive market.
  1. $MFC = 5 + 2L$ (twice the slope of supply).
  2. $MRP = MFC$: $35 - L = 5 + 2L$, so $L = 10$.
  3. Wage from supply: $w = 5 + 10 = \$15$.
  4. Competitive: $35 - L = 5 + L$ gives $L = 15$ and $w = \$20$. The monopsony hires 5 fewer and pays \$5 less.

Answer: 10 workers at \$15 (competitive: 15 at \$20).

Worked example: MFC from a supply schedule

An employer can hire 3 workers at \$12 an hour or 4 at \$13. What is the marginal factor cost of the 4th worker?
  1. Labor cost with 3: $3 \times \$12 = \$36$. With 4: $4 \times \$13 = \$52$.
  2. $MFC = \$52 - \$36 = \$16$, more than the \$13 wage.

Answer: \$16 an hour.

Common mistake

Reading the wage from the MFC curve at the hiring point. MFC says what the last worker costs the firm; the wage is what workers need to be willing to work, which is on the supply curve. In the example, MFC at 10 workers is \$25, but the wage is \$15. Check: the wage must be a point on the labor supply curve.
Economists agree on this model's logic. How much monopsony power real employers have, and so what a particular minimum wage does to employment, is studied and debated; the evidence differs across places, industries and the size of the increase.

Practice

Pass with 3 right answers, the last 2 in a row. Each right answer earns 3 XP.

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Sources and further reading

  • OpenStax Principles of Microeconomics 3e, 14.2 Wages and Employment in an Imperfectly Competitive Labor Market
  • MIT OpenCourseWare 14.01 Principles of Microeconomics (scope and sequence)
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