Exercises: Minimum wage and price controls
Define a "price ceiling" and a "price floor". Give one example of each from the Irish economy.
Define a "price ceiling" and a "price floor". Give one example of each from the Irish economy.
The market equilibrium wage for cleaners in a town is €11 per hour. The Government sets a national minimum wage of €13 per hour. At €13, employers demand 4,000 workers…
The market equilibrium wage for cleaners in a town is €11 per hour. The Government sets a national minimum wage of €13 per hour. At €13, employers demand 4,000 workers and 5,500 workers offer to work.
- a) Is the minimum wage binding? Explain.
- b) How many workers are unemployed as a result?
State two arguments in favour of and two arguments against a national minimum wage.
State two arguments in favour of and two arguments against a national minimum wage.
The market for rented flats in Cork city has demand $Q_d = 4{,}000 - 2P$ and supply $Q_s = 1{,}000 + 1P$, where $P$ is the monthly rent in euro and $Q$ is the number of…
The market for rented flats in Cork city has demand $Q_d = 4{,}000 - 2P$ and supply $Q_s = 1{,}000 + 1P$, where $P$ is the monthly rent in euro and $Q$ is the number of flats.
- a) Calculate the equilibrium rent and quantity.
- b) The Government introduces a rent cap at €900 per month. Calculate the quantity demanded, the quantity supplied and the shortage.
- c) Explain two possible consequences for the quality and availability of rental housing.
Demand for low-skilled workers in a sector is $Q_d = 12{,}000 - 400W$ and supply is $Q_s = 2{,}000 + 600W$, where $W$ is the hourly wage in euro. a) Find the equilibrium…
Demand for low-skilled workers in a sector is $Q_d = 12{,}000 - 400W$ and supply is $Q_s = 2{,}000 + 600W$, where $W$ is the hourly wage in euro.
- a) Find the equilibrium wage and employment.
- b) A minimum wage of €12 is introduced. Calculate employment and unemployment.
- c) Calculate the change in total wages paid to employed workers and say whether employed workers as a group gain.
The Government sets a minimum price of €1.20 per litre of milk, above the equilibrium of €0.90. At €1.20, farmers supply 600 million litres and consumers demand 450…
The Government sets a minimum price of €1.20 per litre of milk, above the equilibrium of €0.90. At €1.20, farmers supply 600 million litres and consumers demand 450 million litres.
- a) Calculate the surplus.
- b) If the Government buys the entire surplus at the minimum price, calculate the cost.
- c) Describe two alternative ways of dealing with the surplus and the effects on taxpayers.
Evaluate the effectiveness of a national minimum wage in Ireland. In your answer, use a labour market diagram described in words, consider the elasticity of labour…
Evaluate the effectiveness of a national minimum wage in Ireland. In your answer, use a labour market diagram described in words, consider the elasticity of labour demand, discuss the monopsony argument, and refer to the effects on poverty, employment and inflation.
A rent cap is applied to a city's housing market in which demand is relatively inelastic in the short run and supply is highly inelastic in the short run but elastic in…
A rent cap is applied to a city's housing market in which demand is relatively inelastic in the short run and supply is highly inelastic in the short run but elastic in the long run.
- a) Explain the short-run and long-run effects of the cap on the quantity of rented housing available.
- b) Calculate the deadweight loss if the demand function is $P = 2{,}000 - 0.5Q$, supply is $P = 500 + 0.25Q$ and the cap is €800. (Assume the quantity traded equals quantity supplied at the cap.)
- c) Discuss two alternative policies that could address affordability without the same distortions.
"Price controls always make the intended beneficiaries worse off." Evaluate this statement with reference to (i) a minimum wage, (ii) a maximum price (rent control) and…
"Price controls always make the intended beneficiaries worse off."
Evaluate this statement with reference to (i) a minimum wage, (ii) a maximum price (rent control) and (iii) a minimum price for alcohol. In each case, identify who benefits, who loses and any unintended consequences.