3.1. Demand for Labour Flashcards
Derived Demand
the demand for labour (e.g. doctor) comes from the demand for the good or service it produces (e.g. healthcare)
Demand for Labour
the quantity of labour a firm is willing and able to hire at a given wage rate
Total Physical Product
the total output produced from a given quantity of labour. Similar to Total Product (TP).
Marginal Physical Product (MPP)
the additional output produced from hiring an additional unit of labour.
- MPP = ΔTPP / ΔL
Marginal Revenue Product (MRP)
the additional revenue received from employing an extra worker.
- MRP = MR x MPP
- MRP = ΔTR / ΔL
Marginal revenue product (MRP) theory
The wages paid and the quantity of labour employed is based on the marginal revenue product (MRP) of labour
Marginal revenue product (MRP) theory assumptions
1) Short-run (labour = variable FOP, Capital = fixed FOP), therefore diminishing returns occur.
2) Workers are homogeneous (identical skills / abilities)
3) Labour market is perfectly competitive (we will study this later)
4) Product market is perfectly competitive (we have already studied this)
5) Firms are profit maximisers.
Marginal revenue product (MRP) theory revenue-max condition
Marginal Revenue Product = Marginal Cost of Labour
Why?
- MCL is horizontal because labour is homogeneous.
- Therefore all workers receive the same wage.
- MRP represents the demand for labour.
Marginal revenue product (MRP) theory limitations
- Unrealistic assumptions e.g. workers are not homogeneous.
- Difficult / dangerous / unethical to measure productivity and efficiency in some some jobs e.g. doctors treating patients.
- Collaborative work (teamwork) makes it difficult to measure individual productivity.
- Some workers set their own pay e.g. the self-employed or company directors.
- The labour market is unlikely to be perfect e.g. minimum wages (trade unions and governments), monopsony employers.
Shifts in the demand for labour curve
1) Change in productivity of labour
e.g. increase in productivity → increase in MPP → increase in MRP → increase in DL
2) Change in price of the product
e.g. increase in P → increase in MR → increase in MRP → increase in D
3) Change in demand (D) for the product
.g. increase in D (product) → increase in DL (due to derived demand)
4) Change in the price of a substitute for labour
e.g. increase in price of capital → increase in D
Elasticity of demand for labour
a measure of the responsiveness of the quantity of labour demanded to a percentage change in wage rates
Elastic demand for labour
%ΔQDL > %ΔW
Inelastic demand for labour
%ΔW > %ΔQDL
Factors affecting elasticity of demand for labour
1) The ratio of labour costs to total costs
2) Availability of capital / ease of substitution
3) PED of final product
4) Time
The ratio of labour costs to total costs (Factors affecting elasticity of demand for labour)
a high ratio of labour costs to total costs results in a more elastic demand for labour because there will be a bigger impact on total costs