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Financial Planning Model Answers

Section 2.2 — Annotated model answers for break-even analysis, cash flow forecasts, and budgeting questions.

These model answers demonstrate how to structure responses for Edexcel International A-Level (IAL) Economics and Business exams. Each answer includes a mark scheme breakdown, PEEL structure (where applicable), annotated paragraphs, and examiner commentary explaining what earns marks at each band.
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8 marks
Unit 2 · 2.2 Financial Planning · Analysis
Analyse: the usefulness of break-even analysis for a start-up business.
Mark Scheme Breakdown
1–2 marksKnowledge: definition of break-even (TR = TC, or contribution method)
3–4 marksApplication: how a start-up would use it (planning, loan applications, pricing)
5–8 marksAnalysis: developed evaluation of benefits and limitations for a start-up context
PEEL Structure
P
Point

Break-even analysis shows a start-up the minimum output needed to cover costs.

E
Evidence

E.g. a new café calculating that it must sell 200 coffees per day at £3.50 to cover rent, staff and ingredients.

E
Explain

This helps with pricing decisions and gives banks confidence when assessing loan applications, as it shows financial awareness.

L
Link

However, break-even assumes constant costs and prices, which may not hold for a start-up facing uncertain demand and changing supplier costs.

KKnowledge
AApplication
AnAnalysis chain
Model Answer
Para 1
Break-even analysis identifies the level of output at which total revenue equals total costs (TR = TC), meaning the business makes neither a profit nor a loss. K The break-even point can be calculated as Fixed Costs ÷ Contribution per Unit, where contribution = selling price − variable cost per unit. K
Para 2
For a start-up, break-even analysis is useful because it provides a clear financial target. An For example, a new café could calculate that it needs to sell 200 coffees per day at £3.50 to cover fixed costs (rent, equipment) and variable costs (ingredients, cups). A This target helps the entrepreneur assess whether the business is viable before committing significant capital. It is also valuable when applying for bank loans or investor funding, as it demonstrates the founder's financial literacy and planning capability. An
Para 3
Furthermore, break-even analysis supports pricing decisions — a start-up can model different price points to see how each affects the break-even quantity, helping to choose a price that balances competitiveness with profitability. An However, break-even has significant limitations for start-ups. It assumes that all output is sold, that costs can be neatly separated into fixed and variable, and that prices remain constant. An In reality, a start-up faces highly uncertain demand, may need to offer discounts to attract early customers, and may experience changing supplier costs. The model also ignores cash flow timing — a business can break even on paper but still fail if revenues arrive after expenses are due. An
Examiner Commentary

This answer earns top marks by balancing benefits and limitations of break-even analysis, applied specifically to a start-up context. The café example provides concrete application. Note how the limitations are not just listed but explained — the assumption that "all output is sold" is problematic because a start-up faces "highly uncertain demand." This level of developed reasoning is what examiners look for in 8-mark analysis questions.

Likely Score7–8 / 8
4 marks
Unit 2 · 2.2 Financial Planning · Knowledge & Application
Explain: what is meant by the break-even point and how it is calculated.
Mark Scheme Breakdown
1–2 marksDefinition: output level where TR = TC (no profit, no loss)
3–4 marksFormula and/or numerical example
KKnowledge/Definition
AApplication
Model Answer
The break-even point is the level of output at which total revenue equals total cost — the business makes neither a profit nor a loss. K Any output above the break-even point generates profit; any output below it results in a loss. K

It is calculated as: Break-even = Fixed costs ÷ (Selling price – Variable cost per unit). K For example, if fixed costs are £10,000, the selling price is £20, and the variable cost per unit is £10, the break-even output is £10,000 ÷ (£20 – £10) = 1,000 units. A This tells the business the minimum it must sell to cover all costs.
Examiner Commentary

Precise definition, correct formula (contribution method), and a worked numerical example. The explanation of what happens above and below break-even shows understanding of the concept, not just the calculation.

Likely Score4 / 4

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