Business
Year 12 course outline · 8 topicsExam board: AQA (confirmed)
Why the course is taught in this order Outline
The first unit initially introduces basic business concepts and then students learn about marketing and financial management. The next unit enables the students to then build on this by learning about how each of the key functional areas of the business are managed and how to create the right business culture.
Autumn term
Spring term
Summer term
General notes for Business Your notes
Sections that cover the whole subject or couldn’t be matched to a single topic.
Business – Year 12 Revision NotesBusiness - Year 12 Notes.md · updated 1 Nov 2026, 17:52
Business – Year 12 Revision Notes
Student: Maxi Course: A-level Business, Year 12 (Units 3.1 and 3.2) Exam board: AQA AS and A-level Business. Your outline's numbering (3.1.1 → 3.3.4) matches the new AQA specification (7138): first taught September 2026, first A-level exams in June 2028.
How you will be examined (A-level 7138):
- Three papers, each 2 hours, 90 marks and 33.3% of the A-level.
- Paper 1: Unit 3.1 (business, marketing and finance).
- Paper 2: Unit 3.2 (people and operations); it may draw on 3.1, including calculations.
- Paper 3: Unit 3.3 (Year 13); it is synoptic.
- Each paper has two case studies, each with five compulsory questions worth 45 marks.
- Quantitative questions:
- Papers 1 and 2 each include two quantitative questions, worth 9 or 15 marks.
- Paper 3 has one.
- You must calculate a figure and then use it in your analysis and judgement.
How to use these notes. They follow your outline exactly: Autumn – 3.1.1, 3.1.2, 3.1.3; Spring – 3.1.4, then 3.2.1; Summer – 3.2.1 (continued), 3.2.2, 3.2.3. Each topic has Key ideas → Glossary → Worked examples / theories → Exam tips → Self-test. A complete formula sheet with worked numbers is in Section 0.2.
0.1 Command words (AQA 7138)Business - Year 12 Notes.md · updated 1 Nov 2026, 17:52
0.1 Command words (AQA 7138)
| Command | Marks | Skills | How to answer |
|---|---|---|---|
| Define* | 2 | AO1 | A precise textbook definition. AS only. |
| Explain* | 4 | AO1, AO2 | Define, then apply to the case. AS only. |
| Analyse | 6 | AO1–AO3 | One or two developed chains of reasoning ("this means… which leads to… therefore…"), tied to case evidence. No judgement is needed. |
| Assess | 9 | AO1–AO4 | Arguments for and against a single action or issue, then a judgement saying which is stronger and why. |
| Evaluate | 15 | AO1–AO4 | Comes in two types (see below). Both need a justified recommendation. |
The two types of Evaluate question:
- Type A: you identify two courses of action yourself, evaluate both, and recommend one.
- Type B: you evaluate the two options given and choose between them.
Assessment objectives:
- AO1: knowledge.
- AO2: application to the case.
- AO3: analysis.
- AO4: evaluation.
Structure for a 9-mark "Assess" answer:
- Argument for: a developed chain of reasoning using case data.
- Argument against: another developed chain of reasoning using case data.
- Judgement: which side is stronger, because…. Say what it depends on and which case evidence is decisive.
Structure for a 15-mark "Evaluate" answer (about 22 minutes):
- Option 1: benefits, then drawbacks, each developed and applied. Use a calculation where data are given.
- Option 2: the same treatment.
- Recommendation: choose one option and justify it using the business's objectives, resources, market conditions and risk. Explain why the other option is weaker, and give the key condition ("it depends on…").
- Sophisticated concepts: using a relevant model, theory or ratio not directly asked for is credited at the top level.
- Models: market mapping, product life cycle, Boston Matrix, network analysis, Hackman, Ansoff, SWOT, stakeholder mapping, Porter, Triple Bottom Line, Carroll, Lewin, Kotter and Schlesinger.
- Theorists: Taylor, Maslow, Herzberg.
- Ratios: e.g. ROCE, margins, the acid test, break-even.
Top tips:
- Always use the case. Quote figures, name the business and its products, and use its objectives.
- Show working in every calculation, include units (£, %, days, times), and interpret the answer ("so the firm can cover…").
- Use "which means that…" chains to reach analysis marks.
- Make a judgement that follows from your argument, not a generic "it depends".
0.2 Formula sheet with worked numbersBusiness - Year 12 Notes.md · updated 1 Nov 2026, 17:52
0.2 Formula sheet with worked numbers
| # | Formula | Worked example |
|---|---|---|
| 1 | Market capitalisation = number of issued shares × current share price | 50m shares × £2.40 = £120m |
| 2 | Dividend per share = total dividend paid ÷ number of ordinary shares | £6m ÷ 50m = £0.12 = 12p |
| 3 | Dividend yield (%) = dividend per share (p) ÷ share price (p) × 100 | 12 ÷ 240 × 100 = 5% |
| 4 | Market share (%) = sales of product/brand/business ÷ total market sales × 100 | £45m ÷ £300m × 100 = 15% |
| 5 | Market growth (%) = change in market size ÷ original size × 100 | (£330m − £300m) ÷ £300m × 100 = 10% |
| 6 | PED = % change in quantity demanded ÷ % change in price | −25% ÷ +10% = −2.5 (elastic) |
| 7 | YED = % change in quantity demanded ÷ % change in income | +8% ÷ +5% = +1.6 (income elastic) |
| 8 | Total variable costs = VC per unit × units | £10 × 4,200 = £42,000 |
| 9 | Total costs = FC + VC | £45,000 + £42,000 = £87,000 |
| 10 | Revenue = price × units sold | £25 × 4,200 = £105,000 |
| 11 | Contribution per unit = price − VC per unit | £25 − £10 = £15 |
| 12 | Total contribution = contribution per unit × units (or TR − TVC) | £15 × 4,200 = £63,000 |
| 13 | Break-even output = FC ÷ contribution per unit | £45,000 ÷ £15 = 3,000 units |
| 14 | Margin of safety = actual output − break-even output | 4,200 − 3,000 = 1,200 units |
| 15 | Budget variance = budgeted figure − actual figure | Costs: £30,000 − £27,000 = £3,000 favourable |
| 16 | Payables days = payables ÷ cost of sales × 365 | £45k ÷ £360k × 365 = 45.6 days |
| 17 | Receivables days = receivables ÷ revenue × 365 | £50k ÷ £600k × 365 = 30.4 days |
| 18 | Current ratio = current assets ÷ current liabilities | £150k ÷ £100k = 1.5 |
| 19 | Acid test = (current assets − inventory) ÷ current liabilities | (£150k − £60k) ÷ £100k = 0.9 |
| 20 | Profit = TR − TC (or total contribution − FC) | £63,000 − £45,000 = £18,000 |
| 21 | Gross profit = revenue − cost of sales | £600k − £360k = £240k |
| 22 | Gross profit margin = GP ÷ revenue × 100 | £240k ÷ £600k × 100 = 40% |
| 23 | Operating profit = GP − operating expenses | £240k − £150k = £90k |
| 24 | Operating profit margin = OP ÷ revenue × 100 | £90k ÷ £600k × 100 = 15% |
| 25 | Profit for the year = OP + profit from other activities − net finance costs − tax | £90k + £0 − £10k − £20k = £60k |
| 26 | Profit for the year margin = PFY ÷ revenue × 100 | £60k ÷ £600k × 100 = 10% |
| 27 | ROCE = operating profit ÷ (total equity + non-current liabilities) × 100 | £90k ÷ (£400k + £200k) × 100 = 15% |
| 28 | Return on marketing spend = profit from marketing ÷ marketing spend × 100 | £60k ÷ £40k × 100 = 150% |
| 29 | ROI = profit from investment ÷ cost of investment × 100 | £12k ÷ £80k × 100 = 15% |
| 30 | Gearing = non-current liabilities ÷ (total equity + NCL) × 100 | £200k ÷ £600k × 100 = 33.3% |
| 31 | Employee productivity = output ÷ number of employees | 24,000 ÷ 40 = 600 units per employee |
| 32 | Sales per employee = sales ÷ number of employees | £600k ÷ 40 = £15,000 |
| 33 | Employee turnover = staff leaving ÷ staff employed × 100 | 6 ÷ 40 × 100 = 15% |
| 34 | Employee costs as % of revenue = employee costs ÷ revenue × 100 | £180k ÷ £600k × 100 = 30% |
| 35 | Unit (average) cost = total costs ÷ units of output | £87,000 ÷ 4,200 = £20.71 |
| 36 | Capacity utilisation = actual output ÷ maximum possible output × 100 | 4,200 ÷ 6,000 × 100 = 70% |
| 37 | Inventory turnover = cost of sales ÷ average inventories | £360k ÷ £60k = 6 times a year |
| 38 | Float = LFT − duration − EST | 9 − 2 − 3 = 4 days (see Topic 47) |
Other number skills you need:
- Percentage change = (new − old) ÷ old × 100.
- Index number = (value ÷ base-year value) × 100.
- Example: sales of £80k in 2023 (base year = 100) and £92k in 2025 give an index of 92 ÷ 80 × 100 = 115, i.e. 15% growth since the base year.