Educerie
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Educerie · IB Diploma · Economics

Unit 2 Microeconomics · 2.7 Role of government in microeconomics

Level
SL and HL. Sections 9 and 10 are HL only. If you are SL, skip them; nothing in your papers tests them.
Themes (key concepts)
intervention, efficiency, equity. A government intervenes because it does not like what the market produced. Every time it does, it trades some efficiency for something else, usually equity, and your job is to say how much of each.
The question this unit answers
what happens to a market, and to the people in it, when a government changes the price or the quantity by force?
Where it is examined
Paper 1 part (a), "explain, using a diagram, the effect of a price ceiling"; Paper 1 part (b), where you evaluate the intervention; Paper 2, where a data extract describes a real policy and asks you to draw it and judge it; HL Paper 3, where you are given the numbers and asked to calculate the shortage, the revenue, the cost and the welfare loss.

What you must be able to do

You must be able toLevelWhat it looks like in the exam
Give the reasons a government intervenes in a marketSL, HL"Explain two reasons why a government might intervene in the market for…" (4 marks)
Explain and draw a price ceiling, and the shortage it causesSL, HLPaper 1 part (a), 10 marks, diagram required
Explain and draw a price floor, and the surplus it causesSL, HLPaper 1 part (a), or Paper 2 with data
Explain and draw an indirect tax, and identify the tax revenueSL, HLAny paper. The vertical gap must be labelled
Explain and draw a subsidy, and identify its cost to the governmentSL, HLAny paper
Explain who bears the burden of an indirect tax, and whySL, HLPaper 1 part (b), where PED and PES decide the answer
Explain direct provision of servicesSL, HL"Explain how direct provision can be used to…" (4 marks)
Explain command and control regulation and legislationSL, HLUsually one option among several in an evaluation
Evaluate the consequences of an intervention for every stakeholder groupSL, HLPaper 1 part (b), 15 marks. This is where the marks are
Explain consumer nudgesHL onlyPaper 1 part (b), or a Paper 3 policy question
Calculate the effects of price controls, indirect taxes and subsidies on markets and stakeholdersHL onlyPaper 3, with the numbers given and the working expected

Before you start

You need market equilibrium from 2.3: the price where quantity demanded equals quantity supplied, and the fact that the market clears there. You need consumer surplus, the difference between what buyers were willing to pay and what they did pay, and producer surplus, the difference between what sellers received and the least they would have accepted. And you need price elasticity of demand from 2.5, because it decides who ends up carrying a tax. Every diagram here starts from one ordinary demand and supply diagram and then does one thing to it.


1The idea in one paragraph

A free market settles at the price where the quantity buyers want matches the quantity sellers offer. Governments intervene when they do not like that outcome: the price is too high for poor households, too low for farmers, the good is over-consumed, the good is under-produced, or the government simply needs revenue. The tools are price controls, indirect taxes, subsidies, direct provision and regulation. Each of them moves the market away from equilibrium, and the moment it does, the quantity traded is no longer the quantity that would have maximised the gains from trade. Somebody gains, somebody loses, and a slice of surplus goes to nobody at all. Naming those three groups every time is the whole skill of this subtopic.

2Why a government intervenes

The guide lists seven reasons. Learn them as a list, because a four-mark question asks for two of them and an evaluation question asks you to weigh one against another.

To earn government revenue. An indirect tax on a good raises money the government can spend elsewhere. Fuel, tobacco and alcohol are taxed for this reason in almost every country.

To support firms. A subsidy lowers producers' costs, keeps an industry alive through a bad year, or helps a new industry reach the size at which it can compete.

To support households on low incomes. A maximum rent, a subsidised staple food, or a service provided free at the point of use puts something within reach of people who could not otherwise pay for it.

To influence the level of production. A subsidy raises output; a tax or a regulation lowers it. A government may want more renewable electricity generated and less coal burned.

To influence the level of consumption. The same tools aimed at the buyer rather than the seller: a tax on sugary drinks to cut consumption, a subsidy on public transport to raise it.

To correct market failure. When a market left alone produces the wrong quantity — too much pollution, too little vaccination — the government steps in to move the quantity towards the one that suits society.

To promote equity. Equity is fairness in the distribution of income and opportunity, and it is not the same as equality. Progressive intervention takes from those with more and delivers to those with less, whether in money or in access to a service.

Two warnings for the exam. The reasons overlap, so a single policy usually serves more than one, and saying so is a good sentence. And the reasons can conflict: a tax that raises a lot of revenue is a tax that changed very little behaviour, so a government aiming at both is aiming at two targets with one arrow.

3Price ceilings

A price ceiling, or maximum price, is a legal limit on how high a price may go. It only does anything if it is set below the equilibrium price. A maximum set above equilibrium changes nothing, because the market is already trading below it, and drawing it there is a common way to lose every mark on the question.

Take a university town's market for student rooms. Rent settles at €400 a month, and 5,000 rooms are let. The city decides that €400 is too much and caps rent at €300.

Figure 1 · A price ceiling and the shortage it creates Figure 1 · A price ceiling and the shortage it creates Rent (€ per month) Quantity of student rooms (per month) D S 400 5,000 E price ceiling 300 4,000 6,000 shortage: 2,000 rooms A maximum rent of €300 is set below the equilibrium of €400. Landlords offer 4,000 rooms, students want 6,000, and 2,000 students go without.
Figure 1 · A price ceiling and the shortage it creates

Read Figure 1 across from the €300 line. At €300 landlords are willing to offer only 4,000 rooms, because some flats are no longer worth letting at that rent. At €300 students want 6,000 rooms, because it is now cheap. The gap of 2,000 rooms is a shortage: quantity demanded exceeds quantity supplied at the controlled price.

The quantity actually traded is the smaller of the two. Only 4,000 rooms exist to be let, so 4,000 are let, and 2,000 students who would happily pay €300 go without. Price can no longer do the rationing, so something else has to, and that something else is the list of consequences an examiner wants:

  • queues and waiting lists, because rooms go to whoever asks first;
  • first-come-first-served or favouritism, because the landlord now chooses among willing tenants;
  • a black market — often called a parallel market — where rooms are re-let illegally above €300 to the students who are desperate enough to pay;
  • falling quality, because a landlord who cannot raise the rent saves money by not repairing;
  • under-investment, because nobody builds new rooms to rent at a capped price.

Now the stakeholders. Figure 2 shades what happened to the surplus.

Figure 2 · A price ceiling: who gains, who loses Figure 2 · A price ceiling: who gains, who loses Rent (€ per month) Quantity of student rooms (per month) transferred to the students who get a room welfare loss D S 400 5,000 E price ceiling 300 4,000 Only 4,000 rooms are now let. The shaded rectangle is surplus moved from landlords to the students who get a room; the clay triangle is surplus that nobody gets at all.
Figure 2 · A price ceiling: who gains, who loses

Consumers who get a room gain. They pay €300 instead of €400 for a room they were willing to pay at least €400 for. The teal rectangle is that gain, and it is not new wealth: it is surplus transferred from landlords to tenants.

Consumers who do not get a room lose. There are 2,000 of them, and they had a room before the policy or would have had one. An answer that says "consumers gain" without splitting the group has missed half the point.

Producers lose twice. They lose the transferred rectangle, and they lose the surplus on the 1,000 rooms that are no longer let at all.

The government spends nothing, which is why a ceiling is attractive to a government with no money. It may spend later, on enforcement, or on subsidising supply to close the shortage.

Everybody loses the clay triangle. Those 1,000 rooms were worth more to the students who wanted them than they cost the landlords to provide. Now nobody has them. That lost surplus is welfare loss, sometimes called deadweight loss: the value of the trades the intervention prevented, which goes to no stakeholder at all.

The evaluation in one line: a price ceiling improves equity for the people it reaches and worsens efficiency for the market as a whole, and the size of the shortage depends on how elastic supply and demand are. The more elastic they are, the bigger the shortage the same ceiling produces.

4Price floors

A price floor, or minimum price, is a legal limit on how low a price may go. It only does anything if it is set above equilibrium. Governments use floors to raise the incomes of producers, usually farmers, and to make a harmful good less affordable.

Take a milk market. The price settles at €0.60 a litre and 40 million litres a week are traded. The government sets a minimum price of €0.80.

Figure 3 · A price floor and the surplus it creates Figure 3 · A price floor and the surplus it creates Price (€ per litre) Quantity of milk (millions of litres per week) D S 0.60 40m E price floor 0.80 30m 50m surplus: 20m litres A minimum price of €0.80 is set above the equilibrium of €0.60. Farmers offer 50m litres, buyers take 30m, and 20m litres go unsold.
Figure 3 · A price floor and the surplus it creates

At €0.80 farmers want to sell 50m litres and buyers will take only 30m. The 20m litre gap is a surplus: quantity supplied exceeds quantity demanded at the controlled price. Again the quantity traded is the smaller of the two, so only 30m litres change hands, and 10m litres that used to be bought and drunk are not.

What happens to the unsold 20m litres is a policy choice, and the two answers have very different consequences. Figure 4 draws both.

Figure 4 · What the price floor costs Figure 4 · What the price floor costs If the surplus goes unsold Price (€ per litre) Quantity of milk (m litres) welfare loss D S 0.60 40m E 0.80 30m If the government buys the surplus Price (€ per litre) Quantity of milk (m litres) cost to the government: €0.80 × 20m = €16m D S 0.80 30m 50m Left: only 30m litres are traded, so the clay triangle of surplus is lost. Right: if the government buys the 20m unsold litres at €0.80, it pays the shaded rectangle.
Figure 4 · What the price floor costs

If the surplus goes unsold, it is wasted, and the market simply trades less. Consumers pay more for less, farmers sell fewer litres at a higher price, and the clay triangle of surplus is destroyed.

If the government buys the surplus to keep the price up, it pays €0.80 for every one of the 20m unsold litres, so the shaded rectangle is a bill of €16 million a week that comes out of taxation. It must then store the milk, sell it abroad, or dispose of it, and each of those has a further cost.

The stakeholder list for a floor:

  • Producers gain. They receive a higher price, and if the government buys the surplus they sell everything they produce. That is the point of the policy: their incomes become higher and more stable.
  • Consumers lose. They pay a higher price and consume less of the good. A floor on a staple food is regressive, because it takes proportionately more from poor households.
  • The government pays, if it buys the surplus, and pays again to store or dispose of it.
  • Resources are misallocated. Land, labour and capital stay in milk production when the market was signalling that they were worth more somewhere else.
  • Welfare loss appears again, as the clay triangle: trades worth making that no longer happen.

A minimum wage is the same diagram with labour on the horizontal axis and the wage on the vertical: a floor above the equilibrium wage raises pay for those who keep their jobs and creates a surplus of labour, which is unemployment. Use the same three questions on it and you will get the same three answers. The minimum wage itself is not part of this subtopic: it is taught and examined in 3.3 Macroeconomic objectives, under unemployment. It is here only to show that one diagram serves both.

5Indirect taxes

An indirect tax is a tax on a good or a service rather than on income or wealth. The seller hands the money to the government, and how much of it the seller recovers from the buyer is the question of section 6.

The tax raises the cost of supplying every unit, so at every price producers are willing to supply less. Supply shifts upward by the amount of the tax, measured vertically. That vertical measurement is the single most important thing in the diagram: the gap between the two supply curves is the tax per unit, not the change in the price.

The tax in Figure 5 is a specific tax: a fixed amount per unit, €0.50 a litre on sugary drinks, which is why the new supply curve sits parallel to the old one.

Figure 5 · A specific indirect tax of €0.50 a litre Figure 5 · A specific indirect tax of €0.50 a litre Price (€ per litre) Quantity of sugary drinks (m litres per year) D S S + tax the tax, €0.50 2.00 10m E₁ 2.30 9m E₂ 1.80 F The tax shifts supply vertically upward by the full €0.50, from S to S + tax. Consumers pay €2.30 instead of €2.00; producers keep €1.80; 1m litres are no longer traded.
Figure 5 · A specific indirect tax of €0.50 a litre

Before the tax the market traded 10m litres at €2.00. After it, the new equilibrium is at E₂: consumers pay €2.30 and only 9m litres are sold. Producers do not keep €2.30. They hand €0.50 of it to the government, so they keep €1.80, which is point F. Three prices on one diagram, and each one earns a mark: the old price, the price consumers now pay, and the price producers now receive.

Figure 6 turns those prices into areas.

Figure 6 · Where the €0.50 comes from, and what it costs Figure 6 · Where the €0.50 comes from, and what it costs Price (€ per litre) Quantity of sugary drinks (m litres per year) paid by consumers €2.7m paid by producers €1.8m welfare loss €0.25m D S S + tax 2.00 10m 2.30 9m 1.80 Consumers pay €0.30 of every litre's tax and producers pay €0.20. The two rectangles together are the government's €4.5m; the clay triangle is lost to everybody.
Figure 6 · Where the €0.50 comes from, and what it costs

Government revenue is the whole of the two shaded rectangles: the tax per unit times the quantity still traded, €0.50 × 9m = €4.5m.

Consumers pay part of it. The price they pay rose by €0.30, so €0.30 of every litre's tax comes out of their pocket: the teal rectangle, €2.7m. They also buy less and lose surplus on what they no longer buy.

Producers pay the rest. The price they keep fell by €0.20, so €0.20 of every litre's tax comes out of their revenue: the amber rectangle, €1.8m. Their total revenue falls from €20m to €16.2m, and some of them leave the industry.

The clay triangle is welfare loss, the surplus on the 1m litres that are no longer traded. It goes to nobody: not to consumers, not to producers, not to the government.

Evaluate it with the government's own aim. If the aim was revenue, the tax succeeded, and it succeeded because demand was fairly inelastic. If the aim was to cut consumption of sugar, a fall of one litre in ten is a modest result for the same reason. A tax on a good with inelastic demand is also regressive: poor households pay the same cash amount as rich ones, and it is a larger share of their income.

6Who really pays the tax

Tax incidence is the share of an indirect tax that each side actually bears. It is where more marks are lost in this subtopic than anywhere else, because students say "the producer pays it, because the producer sends the cheque". Who hands over the money is not the question. The question is whose pocket the money came out of, and the answer is decided by price elasticity of demand, from 2.5 Elasticities of demand, set against the price elasticity of supply.

The rule is short:

The side of the market that finds it harder to change its behaviour carries more of the tax. The more inelastic your side is, the bigger your share.

Figure 7 shows the same €0.50 tax on the same supply curve with two different demand curves.

Figure 7 · The same tax, two demand curves Figure 7 · The same tax, two demand curves Demand price inelastic Price Quantity D S S + tax P₁ P꜀ Pₚ consumers pay most of it Demand price elastic Price Quantity D S S + tax P₁ P꜀ Pₚ producers pay most of it The more inelastic demand is relative to supply, the more of the tax consumers pay. Compare the gap above P₁ with the gap below it in each panel.
Figure 7 · The same tax, two demand curves

In the left panel demand is price inelastic. Buyers have nowhere else to go, so they accept most of the price rise, the consumer price climbs a long way above P₁ and the producer price barely falls. Consumers carry most of the tax. In the right panel demand is elastic. Buyers walk away if the price rises much, so the producer has to absorb most of the tax to keep selling, and the producer price falls a long way below P₁.

Figure 8 pushes it to the two extremes, which is the fastest way to fix the rule in your head.

Figure 8 · The two extreme cases of tax incidence Figure 8 · The two extreme cases of tax incidence Perfectly inelastic demand Price Quantity D S S + tax P₁ Q₁ = Q₂ P꜀ consumers pay the whole €0.50 Perfectly elastic demand Price Quantity D S S + tax P₁ = P꜀ Q₂ Q₁ Pₚ producers pay the whole €0.50 With perfectly inelastic demand consumers carry the whole tax and output does not fall. With perfectly elastic demand producers carry the whole tax and output falls hard.
Figure 8 · The two extreme cases of tax incidence

With perfectly inelastic demand the quantity cannot fall, the consumer price rises by the full €0.50 and consumers pay all of it. With perfectly elastic demand the consumer price cannot rise at all, so producers pay all of it, and the quantity falls sharply.

Three consequences worth writing in an evaluation.

  • A government chasing revenue taxes inelastic goods, and by doing so it puts the burden on consumers.
  • A government trying to change behaviour needs elastic demand, and then the tax collects little.
  • The same logic runs on the supply side: the more inelastic supply is relative to demand, the more of the tax producers carry.

7Subsidies

A subsidy is a payment from the government to producers for each unit they produce. It lowers the cost of supplying every unit, so supply shifts downward by the amount of the subsidy, measured vertically. It is the tax diagram with the arrow reversed, and everything in it reverses too.

Figure 9 · A subsidy of €40 a bicycle Figure 9 · A subsidy of €40 a bicycle Price (€ per bicycle) Quantity of bicycles (per year) D S S − subsidy the subsidy, €40 200 5,000 E₁ 175 6,000 E₂ 215 G The subsidy shifts supply vertically downward by the full €40, from S to S − subsidy. Consumers pay €175 instead of €200, producers receive €215, and 1,000 more bicycles are sold.
Figure 9 · A subsidy of €40 a bicycle

Before the subsidy, 5,000 bicycles a year sold at €200. With a €40 subsidy, the new equilibrium is 6,000 bicycles at €175, the price consumers pay. Producers receive that €175 plus the €40 from the government, which is €215 a bicycle, shown at point G. Once again there are three prices, and once again the vertical gap between the supply curves is the subsidy, not the fall in price.

Figure 10 · What the subsidy buys, and what it costs Figure 10 · What the subsidy buys, and what it costs Price (€ per bicycle) Quantity of bicycles (per year) gained by producers €15 a bicycle gained by consumers €25 a bicycle welfare loss €20,000 D S S − subsidy 200 5,000 175 6,000 215 The whole shaded rectangle is the government's €240,000 bill. Producers keep the amber part, consumers the teal part, and the clay triangle is welfare loss.
Figure 10 · What the subsidy buys, and what it costs

The government pays the whole shaded rectangle: €40 × 6,000 = €240,000 a year, and that money has an opportunity cost, since it could have built something else.

Consumers gain the teal part. They pay €25 less per bicycle and they buy more of them.

Producers gain the amber part. They receive €15 more per bicycle than before and sell 1,000 more.

The clay triangle is welfare loss. The last 1,000 bicycles cost more to make than buyers valued them at; only the subsidy made them worth selling. Resources were pulled into this market that were worth more elsewhere.

Split the evaluation the way you split the tax. A subsidy raises output, lowers the price to consumers and supports producers' incomes, so it does what it was asked to do. Against that: it costs taxpayers money that has other uses, it can keep inefficient firms alive by removing the pressure to cut costs, it may be very hard to remove once producers depend on it, and it benefits producers of the subsidised good at the expense of everybody who pays tax. Whether the gain is worth the cost depends on why the good was being under-produced in the first place.

8Direct provision, regulation and legislation

Two more tools, neither of which needs a diagram in this subtopic.

Direct provision of services. Rather than change the price, the government produces the service itself and supplies it free or below cost at the point of use: state schools, public hospitals, roads, refuse collection, a public library. It is paid for out of taxation, so the price at the point of use no longer rations the good.

  • It gains the most in equity: access no longer depends on ability to pay, which is why health and education are provided this way in most countries.
  • It is expensive, and the opportunity cost falls on everything else the budget could have funded.
  • With no price to ration demand, something else must, so queues and waiting lists appear.
  • Without the pressure of competition, costs can drift upwards and quality can drift down, and there is no price signal to tell the provider what people actually want.

Command and control regulation and legislation. Rules backed by law, with a penalty for breaking them: a minimum legal age for buying alcohol, a limit on the emissions a factory may release, a ban on advertising a product to children, food safety standards, planning rules that stop building on certain land.

  • It is direct and fast. Where the harm is severe, banning it works better than pricing it.
  • It is easy for the public to understand, and it does not depend on estimating an elasticity.
  • It costs money to monitor and enforce, and it raises no revenue, unlike a tax.
  • It is blunt. A limit that applies equally to every firm makes the firm that could cut cheaply do the same as the firm that cannot.
  • Set too tight, it pushes activity into black markets or abroad rather than stopping it.

In an evaluation, the useful move is to compare tools rather than praise one. A tax on sugary drinks raises revenue and lets people choose; a ban on selling them in schools changes behaviour where it is most needed but raises nothing and reaches only one place. Which is better depends on the aim, the elasticity and the cost of enforcement.

9HLConsumer nudges

SL students can skip to section 11.

A consumer nudge changes the way a choice is presented so that people are more likely to make a better one, without banning any option and without changing any price. It comes from behavioural economics, and it rests on the observation that people do not always choose what is best for them: they take the easy option, they follow what others do, and they stay with whatever was set for them.

Four kinds you can name in an answer.

  • Changing the default. Employees are enrolled in a pension scheme automatically and may opt out. Almost nobody opts out, so saving rises, and nobody has lost the right to choose.
  • Changing what is easy to reach. Fruit at eye level by the canteen till and sweets on the bottom shelf. Both are still on sale at the same price.
  • Changing what is easy to understand. Traffic-light labels on food packaging, or a fuel cost printed in euros per year rather than litres per hundred kilometres.
  • Using social information. A bill that says most households in the street pay on time, or that their neighbours used less electricity this month.

The case for nudges: they are cheap compared with a subsidy or an enforcement regime, they leave choice intact, they create no black market, and they can be tested on a small scale before being rolled out.

The case against, which an evaluation needs: the effects are usually small and can fade once the novelty goes; a nudge does nothing when the real barrier is the price or the income rather than attention; it can be undone by firms nudging the other way with their own marketing; and it raises a fair question about who decides which choice is the better one, and whether a government should be shaping choices it has not been asked to shape.

10HLPutting numbers on the four interventions

Paper 3 hands you a diagram or a table and asks for the figures. The arithmetic is simple; the marks go to knowing which rectangle or triangle each phrase is asking for. Every calculation below is read off the figures earlier in these notes.

The three shapes, once. A rectangle is a per-unit amount multiplied by a quantity: revenue, expenditure, a government bill, a transfer. A triangle is ½ × base × height, and the welfare loss triangle always has the change in quantity as one side and the gap between what buyers pay and what sellers receive as the other. Consumer surplus is the area under the demand curve above the price paid; producer surplus is the area above the supply curve below the price received.

Price ceiling, from Figures 1 and 2. Rent capped at €300, equilibrium €400 and 5,000 rooms, quantity supplied 4,000, quantity demanded 6,000.

  • Shortage = 6,000 − 4,000 = 2,000 rooms.
  • Consumer expenditure, which is also landlords' revenue = €300 × 4,000 = €1.2m, down from €400 × 5,000 = €2.0m.
  • Surplus transferred from landlords to tenants = (€400 − €300) × 4,000 = €400,000.
  • Consumer surplus change = +€400,000 transferred, minus the surplus lost on the 1,000 rooms no longer let, ½ × 1,000 × €100 = €50,000, so +€350,000.
  • Producer surplus change = −€400,000 − €50,000 = −€450,000.
  • Welfare loss = ½ × 1,000 rooms × €200 = €100,000 a month, where €200 is the gap at 4,000 rooms between the €500 buyers would have paid and the €300 sellers would have accepted.

Price floor, from Figures 3 and 4. Minimum price €0.80, equilibrium €0.60 and 40m litres, quantity demanded 30m, quantity supplied 50m.

  • Surplus = 50m − 30m = 20m litres.
  • Government cost of buying the surplus = €0.80 × 20m = €16m a week.
  • Consumer expenditure = €0.80 × 30m = €24m, against €0.60 × 40m = €24m before. Consumers pay the same total for a quarter fewer litres.
  • Producer revenue = €24m from the market, plus €16m from the government if it buys the surplus, so €40m in total.
  • Welfare loss, if the surplus is not bought = ½ × 10m litres × €0.40 = €2m a week.

Indirect tax, from Figures 5 and 6. A €0.50 specific tax; price to consumers rises from €2.00 to €2.30, price to producers falls to €1.80, quantity falls from 10m to 9m litres.

  • Consumer burden = €0.30 per litre × 9m = €2.7m, which is 60% of the tax.
  • Producer burden = €0.20 per litre × 9m = €1.8m, the other 40%.
  • Government revenue = €0.50 × 9m = €4.5m, and it must equal the two burdens added together.
  • Consumer expenditure = €2.30 × 9m = €20.7m, up from €20m, because demand is inelastic over this range.
  • Producer revenue after tax = €1.80 × 9m = €16.2m, down from €20m.
  • Welfare loss = ½ × 1m litres × €0.50 = €0.25m a year.

Subsidy, from Figures 9 and 10. A €40 subsidy; price to consumers falls from €200 to €175, price to producers rises to €215, quantity rises from 5,000 to 6,000.

  • Total cost to the government = €40 × 6,000 = €240,000 a year.
  • The consumers' share of it = €25 × 6,000 = €150,000.
  • The producers' share of it = €15 × 6,000 = €90,000, and the two shares must add to the total.
  • Consumer expenditure = €175 × 6,000 = €1,050,000, up from €1,000,000.
  • Producer revenue including the subsidy = €215 × 6,000 = €1,290,000.
  • Welfare loss = ½ × 1,000 bicycles × €40 = €20,000 a year.

Two checks that catch most arithmetic errors. Tax revenue and subsidy cost are always calculated at the new quantity, never the old one. And the welfare loss triangle always uses the change in quantity, never the total.

11Where marks are lost

Drawing the ceiling above equilibrium or the floor below it. A maximum price above the market price and a minimum price below it do nothing at all. Draw the ceiling below the equilibrium and the floor above it, every time.

Measuring the tax as the change in price. The tax is the vertical gap between the two supply curves, €0.50 in Figure 5. The consumer price rose by only €0.30. Students mark €0.30 as the tax and lose the diagram mark and every calculation that follows.

Forgetting the third price. After a tax there is the price consumers pay and the lower price producers keep; after a subsidy there is the price consumers pay and the higher price producers receive. Mark both, and the original price too.

Saying producers pay the tax because they hand it over. The incidence depends on elasticities, not on who writes the cheque. Name PED and PES and say which side is more inelastic.

Calculating revenue or cost at the old quantity. Tax revenue is the tax times the quantity after the tax; subsidy cost is the subsidy times the quantity after the subsidy.

Treating a transfer as a loss. The rectangle that moves from landlords to tenants under a price ceiling is not destroyed. Only the triangle is destroyed. Call the rectangle a transfer and the triangle a welfare loss, and never add them together.

Saying "consumers gain" from a price ceiling without splitting the group. The ones who get the good gain; the ones priced out by the shortage lose. The same split applies to producers under a price floor.

Listing consequences without weighing them. A part (b) question asks you to evaluate. A list of four effects with no judgement, no "it depends on", and no reference to elasticity or to the size of the loss will not reach the top band.

12Draw it right

Every intervention diagram in this subtopic is built the same way. Figure 11 is the finished shape with each requirement pointed out.

Figure 11 · What a full-marks intervention diagram carries Figure 11 · What a full-marks intervention diagram carries Price (€ per litre) Quantity (m litres per year) D S S + tax tax 2.00 10m 2.30 9m 1.80 1 Axes labelled P and Q, with units 2 Both curves labelled, D and S 3 The new curve labelled S + tax, and arrowed 4 The vertical gap marked and named as the tax 5 Old and new equilibrium prices marked, dotted 6 The price producers keep marked as well 7 Old and new quantities marked, dotted 8 Revenue and welfare loss shaded and labelled Copy this shape for any of the four interventions. Every item on the list is a mark.
Figure 11 · What a full-marks intervention diagram carries
  1. Axes labelled P and Q with their units and, for quantity, a time period.
  2. Both original curves drawn and labelled D and S, meeting at a marked equilibrium.
  3. The new curve drawn and labelled for what it is: S + tax, S − subsidy, or a dashed horizontal line labelled price ceiling or price floor.
  4. The intervention measured on the diagram: the vertical gap arrowed and named as the tax or the subsidy, or the controlled price marked on the price axis.
  5. All three prices marked with dotted lines to the axis, and both quantities marked with dotted lines to theirs.
  6. For a price control, the shortage or the surplus marked as a horizontal gap between the two quantities and labelled with the word.
  7. Any area you discuss shaded and labelled: government revenue, government spending, the consumer share, the producer share, the welfare loss.
  8. One intervention per diagram, drawn large, and referred to by number in your writing.

13Try it

Marks in brackets. Answers and marker's notes are at the end. Draw the diagrams before you read on; a described diagram earns fewer marks than a drawn one.

Q1. Explain two reasons why a government might intervene in the market for public transport. 4 marks

Q2. Using a diagram, explain the consequences of a price ceiling on rented housing for tenants, landlords and the allocation of resources. 10 marks

Q3. A government places a specific tax of €2 per packet on cigarettes. The price paid by consumers rises from €9 to €10.60, and sales fall from 4 million packets a week to 3.8 million. Calculate the government's tax revenue, the share of the tax borne by consumers, and state which side of the market is more price inelastic. 4 marks

Q4. Evaluate the use of a subsidy, rather than direct provision, to increase the consumption of a good the government considers beneficial. 15 marks

Q5 (HL). A price floor of €0.80 a litre is set in a milk market where equilibrium is €0.60 and 40m litres. At €0.80, quantity demanded is 30m litres and quantity supplied is 50m. Calculate the surplus, the cost to the government of buying it, and the welfare loss if the surplus is left unsold. 4 marks

14In one breath

A government intervenes to raise revenue, support firms, support poor households, change production, change consumption, correct market failure or promote equity. A price ceiling is set below equilibrium and causes a shortage, queues, black markets and falling quality; a price floor is set above equilibrium and causes a surplus that someone must buy or waste. An indirect tax shifts supply up by the tax measured vertically, raising the consumer price, lowering the price producers keep, cutting the quantity and raising revenue equal to the tax times the new quantity. A subsidy is the same diagram reversed, and the government pays the subsidy times the new quantity. Who carries a tax depends on elasticity: the more inelastic side pays the larger share. Direct provision buys equity with taxpayers' money and queues; regulation is fast and blunt and raises nothing. Every one of them transfers surplus between stakeholders and destroys a triangle of it, and the evaluation is always who gained, who lost, and how big the triangle was.


Answers

Q1. Any two of the seven, each named and explained with reference to public transport. To support households on low incomes: bus and train fares take a larger share of a poor household's income, so a subsidy that lowers fares raises the real incomes of the people who depend on the service most, which promotes equity. To influence the level of consumption: the government may want more journeys made by bus and fewer by car, because road congestion and exhaust emissions impose costs on people who are not party to the journey, so it intervenes to raise consumption of the service towards the level that suits society. 1 for naming each reason, 1 for developing each with a reason specific to public transport. Two reasons named with no development scores 2.

Q2. A price ceiling is a maximum legal price, and to have any effect it must be set below the equilibrium rent. In the diagram the cap of €300 sits below the equilibrium of €400. At €300 landlords supply 4,000 rooms while tenants demand 6,000, so there is a shortage of 2,000 rooms and only 4,000 are traded. Tenants who obtain a room gain: they pay €100 less for a room they valued at €400 or more, a transfer of surplus from landlords to them. Tenants who cannot find a room lose, and because price can no longer ration the rooms, they are allocated by queues, by waiting lists or by the landlord's preference, and a parallel market may develop in which rooms are re-let illegally above €300. Landlords lose the transferred surplus and the surplus on the 1,000 rooms no longer let, and with the rent capped they have less incentive to maintain or to build, so quality falls and supply shrinks further over time. For the allocation of resources the market is now inefficient: at 4,000 rooms the value tenants place on another room exceeds the cost of providing it, so the shaded triangle between the demand and supply curves over the missing 1,000 rooms is welfare loss that nobody receives. The policy therefore trades efficiency for equity, and the size of the shortage depends on how elastic demand and supply are. 2 for a correct diagram with the ceiling below equilibrium and both quantities labelled, 1 for identifying and quantifying the shortage, 1 for the quantity traded being the lower of the two, 2 for the gains and losses of tenants, split into those who get a room and those who do not, 2 for landlords' losses including the effect on quality and investment, 2 for allocative inefficiency and the welfare loss triangle. A ceiling drawn above equilibrium scores 0 for the diagram and caps the analysis at 4.

Q3. Tax revenue = €2 × 3.8m packets = €7.6m a week, calculated at the quantity after the tax. The consumer price rose by €10.60 − €9.00 = €1.60, so consumers bear €1.60 of the €2, which is 80% of the tax, or €1.60 × 3.8m = €6.08m; producers bear the remaining €0.40 per packet. Consumers bear the larger share, so demand is more price inelastic than supply over this range, which is what you would expect for a good that is habit-forming and has few close substitutes. 1 for revenue calculated at the new quantity, 1 for the consumer burden per unit, 1 for expressing it as a share or a total, 1 for identifying demand as the more inelastic side. Revenue calculated on 4m packets loses the first mark and is not penalised again.

Q4. A strong answer sets out both policies, draws at least the subsidy diagram, and reaches a judgement. A subsidy shifts supply down by the amount of the subsidy, so the price consumers pay falls, the quantity consumed rises towards the level the government wants, and producers receive a higher price per unit, which supports the industry and may allow it to reach a size at which its costs fall. The good is still sold in a market, so prices continue to signal what buyers want and producers keep some incentive to control costs and compete. Against that, the subsidy costs the government the subsidy times the new quantity, which has an opportunity cost; it benefits producers of one good at the expense of all taxpayers; it can shelter inefficient firms; it is politically hard to withdraw; and part of the benefit goes to consumers who would have bought the good anyway. Direct provision supplies the service itself, free or below cost at the point of use, which reaches households that cannot pay at all and so does more for equity, but it removes the price signal altogether, so demand must be rationed by queues, and without competitive pressure costs may rise and quality may fall. Judgement: a subsidy is the better tool where a market already exists, where the aim is to raise consumption by a known amount and where the government wants to keep the price mechanism working; direct provision is the better tool where access matters more than efficiency, where the service is a basic right such as health or schooling, and where leaving any price in place would still exclude the poorest. The answer depends on the elasticity of demand, since an inelastic demand makes the subsidy an expensive way to raise quantity, and on the government's budget. up to 6 for the theory and an accurate labelled subsidy diagram with the three prices, both quantities and the cost to the government; up to 5 for the comparison of the two policies with the stakeholders named; up to 4 for evaluation — a supported judgement, a stated condition such as elasticity or budget, and a recognition of opportunity cost. An answer with no comparison of the two tools is capped at 8; an answer with no judgement cannot pass the top band.

Q5 (HL). Surplus = quantity supplied − quantity demanded = 50m − 30m = 20m litres a week. Cost to the government of buying the surplus = €0.80 × 20m = €16m a week. For the welfare loss, first find the supply price at 30m litres: supply passes through (40m, €0.60) and (50m, €0.80), so €0.20 buys 10m more litres, and at 30m litres producers would have supplied at €0.40. Welfare loss = ½ × change in quantity traded × the gap between the demand price and the supply price at the new quantity = ½ × (40m − 30m) × (€0.80 − €0.40) = €2m a week. 1 for the surplus, 1 for the government's cost at the minimum price, 2 for the welfare loss with the working shown. Using 20m litres as the base of the triangle instead of 10m scores 0 for the last two marks: the triangle is measured on the fall in the quantity traded, not on the surplus.


Educerie · written from the published IB Diploma Programme Economics guide, first assessment 2022, section 2.7 Role of government in microeconomics. Original text, examples and questions. Diagrams drawn by Educerie. Last reviewed 11 September 2026.

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