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Cambridge IGCSE 0455 · Unit 3 · Topic 3.6

Firms' Costs, Revenue and Objectives

Clear, syllabus-mapped Cambridge IGCSE revision notes on firms' costs, revenue and objectives: explanations, worked examples and exam technique, then a free targeted practice drill.

Cambridge IGCSEIGCSE 0455Free revision notes
Contents: 12 sections

Cambridge IGCSE Economics 0455

Syllabus points

Costs

CostDefinitionExamples
Fixed cost (FC)Does not change with output: paid even at zero outputRent, insurance, loan repayments, salaries of permanent managers
Variable cost (VC)Changes directly with outputRaw materials, packaging, electricity used in production, piece-rate wages
Total cost (TC)All costs added togetherTC = FC + VC
Average cost (AC)Cost per unit producedAC = TC ÷ output

The test for fixed or variable: ask whether the cost still exists if the firm produces nothing this month. Rent still has to be paid, so it is fixed. Raw materials do not, so they are variable.

Fixed costs only exist in the short run. Over a long enough period, a firm can end its lease and sell its machinery, so every cost becomes variable.

Average cost usually falls then rises as output grows: fixed costs are spread over more units (helpful), but eventually the firm becomes too large to manage efficiently. That is the link to economies and diseconomies of scale (3.6).

Revenue

TermDefinition
Total revenue (TR)The money received from sales: TR = price × quantity sold
Average revenue (AR)Revenue per unit: AR = TR ÷ quantity, which equals the price

Average revenue equals price, provided every unit is sold at the same price. Students often over-complicate this.

Profit

Profit = total revenue − total cost

Two ways a firm can raise profit: increase revenue (raise price if demand is inelastic, or sell more) or cut costs. Whether raising the price works depends on price elasticity of demand (2.7), a link worth making.

Objectives of firms

Diagram walkthrough · 2 minWhy MC equals MR is the profit-maximising pointEconplusDalWhy firms profit maximise before where they do it: reinvestment in capital, technology and research, dividends for the shareholders whose finance made the firm possible, lower costs that can be passed on as lower prices, and a reward for the risk taken in starting up. Then the rule itself, marginal cost equals marginal revenue, argued rather than asserted. Past that point every extra unit costs more than it earns and eats into profit; before it every extra unit earns more than it costs, so stopping early leaves profit on the table.

Profit maximisation is the usual assumption, but IGCSE expects you to know that firms pursue other aims too:

Public-sector organisations often do not aim for profit at all. A state hospital aims to provide healthcare, so judging it by profit would be the wrong measure.

Worked example

A bakery has fixed costs of $2,000 a month. Each loaf costs $1 in ingredients and labour. It sells 4,000 loaves at $2.50 each.

Variable cost = $1 × 4,000 = $4,000
Total cost = $2,000 + $4,000 = $6,000
Average cost = $6,000 ÷ 4,000 = $1.50
Total revenue = $2.50 × 4,000 = $10,000
Profit = $10,000 − $6,000 = $4,000

Now test a decision. The bakery considers cutting the price to $2.00 to sell more.

If sales rise to 5,000: TR = $10,000 (unchanged), VC = $5,000, TC = $7,000 → profit falls to $3,000.
If sales rise to 7,000: TR = $14,000, VC = $7,000, TC = $9,000 → profit rises to $5,000.

So the price cut is only worth it if demand is sufficiently elastic. That is the kind of reasoning that turns a calculation into economics.

Common exam mistakes

Exam technique

Show every step in a calculation, VC, TC, AC, TR, then profit. Method earns marks even if one number is wrong, and these questions are usually worth several marks.

Label your figures with units and say what each represents. "Total cost = $6,000" is clearer than an unlabelled number.

When asked whether a firm should change its price. Use elasticity; that is what the question is really testing.

Building an answer

4 marks, "A firm has fixed costs of $2,000 and variable costs of $6 per unit. It produces 500 units and sells them at $14. Calculate total cost, total revenue and profit."

Total variable cost = $6 × 500 = $3,000.
Total cost = $2,000 + $3,000 = $5,000.
Total revenue = $14 × 500 = $7,000.
Profit = $7,000 − $5,000 = $2,000.

Set the working out line by line. Examiners award method marks even when an arithmetic slip changes the final figure, but only if they can see the method.

6 marks, "Analyse why a firm might not aim to maximise profit."

A firm may pursue growth instead, accepting lower profit now to build market share that yields higher profit later.
It may aim at survival, particularly a new firm or one in recession, where staying solvent matters more than returns.
Managers who do not own the firm may pursue their own objectives, larger departments, higher salaries, because ownership is divorced from control.
Social objectives are increasingly common: a firm may sacrifice profit for environmental or ethical standards, partly from principle and partly because reputation affects long-run demand.

The cost formulas worth memorising

Short-run cost curves with money values on the axes: marginal cost rising, average variable cost and average total cost both U-shaped, and marginal cost cutting each of them at its lowest point.
Short-run cost curves with money values on the axes: marginal cost rising, average variable cost and average total cost both U-shaped, and marginal cost cutting each of them at its lowest point.OpenStax, Principles of Economics 3e, CC BY 4.0, section 7.3
TermFormula
Total costFixed cost + variable cost
Average total costTotal cost ÷ output
Average fixed costFixed cost ÷ output
Average variable costVariable cost ÷ output
Total revenuePrice × quantity sold
ProfitTotal revenue − total cost

Fixed costs do not vary with output and are paid even at zero output, rent, insurance, loan interest. Variable costs rise with each unit made, raw materials, packaging, piece-rate wages. The distinction is short-run only: given enough time, every cost is variable.

A real case to quote

Airlines during the 2020 grounding. Aircraft leases, insurance and maintenance continued while almost no flights operated, so fixed costs were paid against near-zero revenue and losses were enormous. It is the clearest possible demonstration of why the fixed/variable distinction matters, and why a firm may keep operating at a loss in the short run, so long as revenue covers its variable costs.

Check you have it

In the short run, a firm calculates its total fixed cost, total variable cost and total cost. It then plots a graph showing how they change as output increases. What happens to the lines showing the total variable cost and total cost as output increases?

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