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How do firms measure revenue and profit, and what is the profit-maximising rule?

Total, average and marginal revenue, the distinction between normal and supernormal profit, the profit-maximising rule, and alternative objectives of firms.

An answer to AQA A-Level Economics 4.1.5, covering total, average and marginal revenue, the difference between normal and supernormal profit, the profit-maximising rule where marginal cost equals marginal revenue, and alternative objectives of firms.

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  1. What this dot point is asking
  2. Revenue concepts
  3. Normal and supernormal profit
  4. The profit-maximising rule
  5. Alternative objectives
  6. Profit, signals and efficiency

What this dot point is asking

AQA wants you to define total, average and marginal revenue, distinguish normal from supernormal profit, state and apply the profit-maximising rule (MC=MRMC = MR), and explain alternative objectives that firms may pursue. These tools are applied directly in every market structure model.

Revenue concepts

For a price-taking firm (perfect competition) AR equals MR, a horizontal line at the market price. For a price-maker facing a downward-sloping demand curve, MR lies below AR and falls twice as steeply, because to sell an extra unit the firm must lower price on all units. MR is positive while demand is elastic, zero at unit elasticity (where total revenue peaks), and negative when demand is inelastic.

Normal and supernormal profit

A firm earns supernormal profit when AR is greater than ATC at the profit-maximising output, shown by the rectangle between AR and ATC at that quantity. It makes a loss when ATC exceeds AR, and just normal profit when AR=ATCAR = ATC.

The profit-maximising rule

Alternative objectives

Not all firms profit-maximise. Alternatives include revenue maximisation (where MR=0MR = 0, favoured by managers paid on turnover), sales (output) maximisation (the largest output while at least covering costs, to deter rivals), satisficing (achieving satisfactory rather than maximum profit to balance the interests of different stakeholders), and pursuing social or environmental objectives. The divorce of ownership from control, the principal-agent problem, means salaried managers may pursue their own goals such as size or prestige rather than shareholder profit.

Profit, signals and efficiency

Profit is more than a reward; it is a signal and an incentive that drives the whole market mechanism. Supernormal profit signals firms to enter an industry, raising supply and competing the profit away over time; losses signal firms to exit, reducing supply. This is the engine behind the long-run adjustment in perfect competition and the reason barriers to entry matter so much in monopoly, where they prevent that adjustment. Profit also funds investment and research, so the level and durability of profit is central to the debate about dynamic efficiency.

The distinction between accounting and economic profit is worth knowing. Accounting profit subtracts only explicit costs from revenue; economic profit also subtracts implicit costs, including the opportunity cost of the owner's capital and time, which is normal profit. A firm earning zero economic profit is still earning normal profit and will stay in business, because its resources are earning their next best return. When a question asks whether a firm "should stay in the market", the test is whether it covers all costs including normal profit in the long run, and at least covers average variable cost in the short run.

Exam-style practice questions

Practice questions written in the style of AQA exam questions on this dot point, with worked answer explainers. The year tag is the paper they imitate, not the source.

AQA 20184 marksA firm sells 200 units at 15 pounds each. At an output of 201 units, total cost rises by 8 pounds and total revenue rises by 12 pounds. Calculate total revenue at 200 units and explain whether the firm should produce the 201st unit.
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A 4 mark calculation rewards correct figures and the marginal decision rule.

Total revenue. TR=P×Q=15×200=3000TR = P \times Q = 15 \times 200 = 3000 pounds.

Marginal decision. The 201st unit adds 12 pounds to revenue (MR) and 8 pounds to cost (MC). Since MR>MCMR > MC, producing it adds 4 pounds to profit, so the firm should produce it.

Markers reward the correct TR, comparing MR with MC, and the conclusion that output should expand while MR>MCMR > MC up to the point where MC=MRMC = MR.

AQA 20216 marksExplain why a profit-maximising firm produces where marginal cost equals marginal revenue.
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A 6 mark question rewards a clear marginal argument.

Below MC equals MR
When MR>MCMR > MC, the extra unit adds more to revenue than to cost, so producing it raises total profit; the firm should expand output.
Above MC equals MR
When MC>MRMC > MR, the extra unit costs more than it earns, reducing profit; the firm should cut output.
Conclusion
Profit is therefore greatest where MC=MRMC = MR (with MC rising through MR). Markers reward the two-sided marginal reasoning rather than just stating the rule.

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