Q11–Q19.2 and Q22
State, Explain one and Define: what earns each mark
- State two (2 marks): two short, different answers, 1 mark each. No explanation needed. Two answers that are too alike, or simply opposites, score 1.
- Explain one (2 marks): 1 mark to identify the point, 1 mark to explain it: a reason or a consequence, using ‘because’ or ‘so’.
- Define (2 marks, Q22): a complete definition gets 2; part of one, or just an example, gets 1. Learn AQA’s key definitions closely.
- Answer about the person asked. If the question says workers, consumers or the government, write about them, not firms.
- The opposite-category trap costs whole questions every year. Check that your answer is the right kind of thing before you write it.
Worked exampleExplain one reason why a rise in Bank Rate could reduce consumer spending. (2 marks)
- Identify: borrowing becomes more expensive.1 mark: a valid reason, identified.
- Explain: so households take out fewer loans and pay more on existing variable-rate debts, leaving less to spend.1 mark: the reason is developed into its effect on spending.
2 marks: point + ‘so…’
Worked exampleDefine ‘productivity’. (2 marks)
- ‘Output per worker per hour’ or ‘output per unit of input’.A complete definition: 2 marks.
- ‘How much is produced’.This is production, not productivity: 0. ‘Being more efficient’ is partial: 1.
Productivity is output per worker (per hour), not total output
Exam tipA 2-mark Explain needs two linked steps, not two separate points. ‘Prices rise. Exports fall.’ is weaker than ‘prices rise, so UK goods become less competitive and exports fall.’
Q20; spec 3.1.3, 3.1.5.4, 3.2.4.2
The 3-mark Draw question (Q20)
Q20 is usually a demand and supply diagram showing one change. It can be a product market, the labour market or the market for pounds. Sometimes it asks you to finish a bar chart or pie chart instead. Draw in pencil and use a ruler.
- Mark 1: axes labelled, original D and S drawn and labelled, original equilibrium P and Q marked on the axes with dotted lines.
- Mark 2: the right curve shifted the right way, labelled D1 or S1. Shift the wrong curve and you score only mark 1, even if you label it with the right letter.
- Mark 3: the new equilibrium P1 and Q1 marked on both axes, correctly higher or lower than P and Q.
- Before you draw, decide two things: does the change affect buyers (demand) or sellers (supply)? Does it make them want or offer more (right) or less (left)?
- Currency market: more UK exports raise the demand for pounds (D right, £ rises). More UK imports raise the supply of pounds (S right, £ falls).
- Labour market: wage on the vertical axis. More demand for a product raises the demand for the workers who make it (derived demand).
- Charts: 1 mark for labelled axes with a sensible scale, then marks for bars at the right heights. For a pie chart, label every segment.
Where each of the three marks comes from
Axis labels for the three markets you may draw
Exam tipAbout half of students get full marks. The commonest losses: labelling only the original equilibrium, labelling D and S the wrong way round (demand slopes down), and not labelling plotted curves at all.
Q15, Q24, Q25
6-mark Analyse and Explain two: chains of reasoning
Two kinds of 6-marker look alike but are marked differently. Read the command word.
- Analyse (levels): Level 1 is separate points with no chain; Level 2 starts a chain and uses the Figure; Level 3 has full, logical chains. No conclusion is needed.
- Explain two (3 + 3): each point is marked out of 3. Make two different points, each developed. Two points that repeat each other lose marks.
- A chain of reasoning links cause to effect in steps: ‘this means… which leads to… so…’. Two or three links per chain is enough.
- Two chains are usually enough for full marks in an Analyse. Depth beats a long list.
- Use the Figure or Item: pick a number or a phrase, then say what it shows. Don’t copy out long passages: examiners say it earns nothing on its own.
- Using data well: work something out from it (a percentage change, a revenue figure) and use it as evidence in your chain.
One chain of reasoning: each step causes the next
Exam tipAQA’s full-mark 6-mark answers use joining phrases such as ‘this results in…’ again and again, and point to the Figure (‘as Figure 1 shows…’). Say where your evidence comes from.
Q21
9-mark Assess: two sides and a justified conclusion
‘Using Figure n, assess whether…’. AO2 3, AO3 6. About 12 minutes.
- Structure: one developed paragraph for, one against (two each if time), then a conclusion.
- Each paragraph: point → evidence from the Figure → chain of reasoning → what it means for the question.
- No conclusion means no Level 3. AQA placed an answer with Level 3 analysis but no overall judgement at the top of Level 2 (6 marks).
- A justified conclusion answers the question directly, says why one side outweighs the other, and adds an ‘it depends on…’.
- Good ‘it depends on’ ideas: the size of the effect, short run or long run, which group you look at, the price elasticity, whether the data is reliable or complete.
- Don’t start with your verdict if you then have to defend it all the way through. Weigh up first, then judge.
- Calculate from the Figure if you can. AQA’s 9-mark exemplar worked out cost per kilogram at each output to support both sides.
How the 6, 9 and 15-mark levels climb (our summary of AQA’s descriptors)
Exam tipA conclusion that just repeats your points (‘there are advantages and disadvantages’) is not a judgement. Write ‘Overall, … because …, although this depends on …’.
Q26
The 15-mark ‘Do you think…? Justify your view’
The last question on each paper: AO2 5, AO3 10, five levels. Use Items A and B and your own knowledge. About 20 minutes, including a 2 to 3 minute plan.
- Plan briefly. Examiners say the best answers often show a short plan. Jot two or three points each side and your verdict.
- Open by framing the question: define the key term and say what you will weigh up. Don’t open with a fixed verdict.
- Two or three developed arguments each side, each a chain of reasoning backed by the Items.
- Bring in your own economics: opportunity cost, price elasticity, externalities, effects on different groups, alternatives the government could use.
- Evaluate as you go: end each paragraph with how strong that point is (‘this matters most if…’).
- Conclude with a justified verdict: which side wins and why, the key ‘it depends on’, and short run against long run.
- Any well-argued view can reach Level 5. There is no right side. Marks come from the quality of the argument.
- Quality over length. Examiners say answers don’t need to be very long. Answers that wander, or that end with a brief, unsupported conclusion, stay in the middle levels.
Exam tipThe Level 4 to Level 5 step is about the conclusion and the depth of the chains. AQA’s full-mark answers end with ‘Overall I think… because… However…’ and mention what might change in the longer term.
Spec section 6, quantitative skills
Every calculation in the course: a revision checklist
Each calculation is taught in its own topic. Here they all are with fresh, invented numbers. Cover the steps and try each one with your calculator.
Worked exampleA monthly bus pass rises from £48 to £54. Percentage change?
- (54 − 48) ÷ 48 × 100
12.5%
Worked exampleA ferry ticket rises from £20 to £22; passengers fall from 3,000 to 2,550 a week. PED?
- Price: +10%. Quantity: (2,550 − 3,000) ÷ 3,000 × 100 = −15%
- PED = −15 ÷ 10
−1.5 (price elastic)
Worked exampleThe price of wooden chopping boards rises from £10 to £12; quantity supplied rises from 500 to 550 a month. PES?
- Price: +20%. Quantity supplied: +10%
- PES = 10 ÷ 20
0.5 (price inelastic supply)
Worked exampleA theatre sells 1,250 tickets at £8. Total revenue?
- 1,250 × £8
£10,000
Worked exampleA firm makes 800 units. Fixed costs £2,400; variable cost £3 a unit; price £9. Total cost, average cost and profit?
- Total cost = £2,400 + (£3 × 800) = £4,800
- Average cost = £4,800 ÷ 800 = £6
- Profit = (£9 × 800) − £4,800 = £7,200 − £4,800
£4,800; £6 a unit; £2,400 profit
Worked exampleA bakery’s 6 workers made 420 cakes a day; after training they make 504. Productivity and % rise?
- Before: 420 ÷ 6 = 70 cakes per worker
- After: 504 ÷ 6 = 84
- (84 − 70) ÷ 70 × 100
70 → 84 cakes per worker, a 20% rise
Worked exampleA firm sells £18 million in a market worth £120 million. Market share?
- 18 ÷ 120 × 100
15%
Worked exampleGross pay £2,400 a month. Deductions: income tax £270, National Insurance £120, pension £96. Annual net pay?
- Monthly net = £2,400 − £270 − £120 − £96 = £1,914
- × 12
£22,968 a year
Worked exampleIncome tax in England, Wales and Northern Ireland in 2026–27 on an income of £30,000 (Personal Allowance £12,570, basic rate 20%)?
- Taxable income = £30,000 − £12,570 = £17,430
- £17,430 × 0.2
£3,486
Worked exampleA quarry’s private costs are £50,000 a year and its external costs £15,000. Social cost?
- £50,000 + £15,000
£65,000
Worked exampleAn invented country: GDP £96 billion, population 3.2 million. Real GDP grows from £400 billion to £410 billion in another country. GDP per capita and growth rate?
- £96,000,000,000 ÷ 3,200,000 = £30,000
- (410 − 400) ÷ 400 × 100 = 2.5%
£30,000 per person; 2.5% growth
Worked exampleEmployed 2,850,000; unemployed 150,000; economically inactive 900,000. Unemployment rate to 1 d.p.?
- Labour force = 2,850,000 + 150,000 = 3,000,000 (inactive people are left out)
- 150,000 ÷ 3,000,000 × 100
5.0% (not 3.8%, which wrongly includes the inactive)
Worked exampleCPI rises from 112.0 to 115.5. Inflation rate to 1 d.p.?
- (115.5 − 112.0) ÷ 112.0 × 100 = 3.125
3.1%
Worked exampleGovernment revenue £380 billion, spending £410 billion, GDP £1,200 billion. Budget balance as % of GDP?
- Balance = 380 − 410 = −£30 billion
- 30 ÷ 1,200 × 100 = 2.5
A budget deficit of 2.5% of GDP
Worked example£3,000 saved at 4% a year, account closed after 9 months. Interest earned?
- £3,000 × 0.04 × 9 ÷ 12
£90 (the interest only: don’t add the £3,000)
Worked exampleExports £540 billion, imports £575 billion, primary income +£8 billion, secondary income −£12 billion. Trade balance and current account?
- Trade balance = 540 − 575 = −£35 billion
- Current account = −35 + 8 − 12 = −£39 billion
Trade deficit £35 billion; current account deficit £39 billion
Worked examplePED is −0.4 and the price rises by 15%. Change in quantity demanded?
- % change in quantity = PED × % change in price = −0.4 × 15
−6%: quantity demanded falls by 6%
Exam tipNever average index numbers to find inflation, never include the economically inactive in the labour force, and never add your savings to the interest when asked for the interest. These three traps cost many students the whole question.