Think of a bakery 🍰. The baker needs flour, sugar, and yeast to make cakes. The demand for flour depends on how many cakes the bakery wants to bake. Similarly, the demand for labour is derived from the demand for the final product or service. If a company wants to produce more cars, it will need more workers to assemble them. The more cars it wants to make, the higher the demand for workers.
In economics, we write the relationship as:
\$DL = f(D{\text{product}})\$
where \(DL\) is the demand for labour and \(D{\text{product}}\) is the demand for the product. The shape of the labour demand curve is usually downward sloping because, as wages rise, firms hire fewer workers.
| Variable | Effect on Labour Demand |
|---|---|
| Wage rate \(W\) | Higher \(W\) → lower demand for labour (downward slope). |
| Product price \(P\) | Higher \(P\) → higher demand for product → higher demand for labour. |
| Technology level \(T\) | Improved \(T\) → can reduce or increase labour needed depending on automation. |
Imagine a restaurant that wants to serve a new dish. The chef (firm) needs more cooks (labour) to prepare the dish. If the dish becomes very popular (high demand), the restaurant hires more cooks. If the dish loses popularity, the restaurant reduces staff. The number of cooks hired is therefore *derived* from the popularity of the dish, just like labour demand is derived from product demand.
Exam Tip: When answering questions on derived demand, always:
A minimum wage sets a floor on how low wages can go. If the minimum wage is set above the equilibrium wage, the labour demand curve may not be able to find a new intersection with the supply curve, leading to excess supply (unemployment). The diagram below shows the effect:
| Concept | Illustration |
|---|---|
| Equilibrium before policy | Wage \(We\), Employment \(Ee\) |
| Minimum wage set at \(W{min} > We\) | Employment falls to \(E{min}\) (unemployment = \(Ee - E_{min}\)). |
Remember: The derived demand concept is central to understanding how government policies like minimum wage can affect the labour market. Use clear diagrams and the notation \(DL = f(D{\text{product}})\) to demonstrate your understanding in exams. Good luck! 🍀