💪 Protect low-paid workers
Some workers have little bargaining power, for example workers with few skills or no trade union. A minimum wage stops employers paying very low wages.
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Unlock This CourseIn the lesson on wage diagrams and trade unions you saw that wages are set by the demand for and supply of labour. Sometimes the government steps in to change the result. This is government intervention in the labour market. It is examined on Paper 1 (Microeconomics and Business Economics).
Key terms:
A minimum wage only matters if it is set above the equilibrium wage. If it is set below it, firms already pay more than the minimum and nothing changes. So in exam diagrams, always draw the minimum wage above the equilibrium wage.
A minimum wage aims to give low-paid workers, like many in cafes and shops, a fairer income
Some workers have little bargaining power, for example workers with few skills or no trade union. A minimum wage stops employers paying very low wages.
Higher pay at the bottom gives low-paid workers more income, so the gap between the richest and poorest is smaller.
If pay is higher, it is more worthwhile to take a job rather than rely on benefits.
Workers with more pay can spend more. The government may also pay less in benefits to people in work.
Here is a labour market for cleaners in the town of Brelda. The numbers are made up. Quantity of labour is in thousands of workers.
| Wage per hour | Demand for labour | Supply of labour |
|---|---|---|
| £6 | 60 | 20 |
| £7 | 50 | 30 |
| £8 | 40 | 40 |
| £9 | 30 | 50 |
| £10 | 20 | 60 |
The equilibrium wage is £8, where demand equals supply at 40 thousand workers. Now the government sets a minimum wage of £9.
How to draw it:
The results are two-sided. Workers who keep their jobs now earn £9 instead of £8. But firms now employ only 30 thousand, so 10 thousand lose their jobs. In total, 20 thousand people want a job at £9 and cannot get one, which is the excess supply.
Suppose the government later raises the minimum wage from £9 to £10. On your diagram, draw a second horizontal line higher up and label it "New minimum wage". Use the same steps again. Firms now want only 20 thousand workers, but 60 thousand want to work. The excess supply of labour grows from 20 thousand to 40 thousand. Employment has fallen again, from 30 thousand to 20 thousand.
Notice that the demand and supply curves do not move. The minimum wage is a line placed above equilibrium. You are showing a movement up the demand curve (contraction) and up the supply curve (extension).
Using the table, the minimum wage rises from £9 to £10. Excess supply at £9 = 50 − 30 = 20 thousand. Excess supply at £10 = 60 − 20 = 40 thousand. Employment falls by 10 thousand (30 to 20). The excess supply of labour doubles.
A higher minimum wage raises staff costs, so some small firms may hire fewer workers
Workers who keep their jobs earn more. Poverty and inequality fall. Pay is fairer for low-paid workers. Workers may be more motivated and leave less often, which helps firms. The government may pay less in benefits.
Firms hire fewer workers, so unemployment may rise, as the diagram shows. Wage costs go up, which can raise prices or cut profit. Small firms may struggle to pay. Firms may use machines instead of workers. Some employers may break the law and pay less in secret.
How big the job losses are depends on how much firms cut back when wages rise. If demand for labour is steep, firms cut few jobs and the minimum wage works well. If demand is shallow, many jobs may be lost.
The table shows the labour market for shop workers in Teska. Quantities are in hundreds of workers.
| Wage per hour | Demand for labour | Supply of labour |
|---|---|---|
| £5 | 80 | 20 |
| £6 | 70 | 40 |
| £7 | 60 | 60 |
| £8 | 50 | 80 |
The government sets a minimum wage of £8 per hour.
(a) Define "minimum wage". [2 marks]
(b) Calculate the excess supply of labour at a wage of £8. [2 marks]
(c) Explain one reason why a government might introduce a minimum wage. [2 marks]
(d) Evaluate whether a minimum wage of £8 is good for Teska. [6 marks]
(a) The lowest hourly pay (1) that an employer is allowed by law to pay a worker (1).
(b) Supply 80 − demand 50 (1) = 30 hundred, which is 3,000 workers (1).
(c) To reduce poverty (1), because low-paid workers will earn more and have more money to spend on their needs (1).
(d) Advantage: the equilibrium wage is £7, so £8 raises pay for the 5,000 workers who keep their jobs (1), which may reduce poverty and make work more worthwhile (1). Disadvantage: firms now want only 5,000 workers instead of 6,000, so 1,000 lose their jobs (1), and in total 3,000 people want work but cannot find it (1). Higher wage costs may also push up prices or hurt small shops (1). Judgement: it depends on how many jobs are lost compared with how many workers gain, so it is good if most workers keep their jobs on higher pay, but harmful if unemployment rises sharply (1).
In part (b), subtract demand from supply at the minimum wage, and remember the table is in hundreds, so write 3,000, not 30.