π = TR – TC
MR = MC
MR > MC → increase output (π rises).MR < MC → reduce output (π rises).P ≥ AVC (price covers average variable cost).
If P < AVC the firm shuts down and incurs a loss equal to its fixed cost.π > 0 (price > ATC).π = 0.
This is the minimum return required to cover the opportunity cost of capital and keep resources in the firm.π < 0 (price below ATC but above AVC).P = LRAC (price equals long‑run average cost).P ≥ AVC even if P < ATC, simply to stay in business.| Market structure | Demand faced by the firm | How MR is derived | Profit‑maximising rule | Typical outcome (price, output, profit) |
|---|---|---|---|---|
| Perfect competition | Perfectly elastic (horizontal) at market price P | Because price is constant, MR = P | Produce where P = MC (also MR = MC) |
In the long run P = MC = ATC → normal profit (π = 0) |
| Monopoly | Downward‑sloping market demand | Each extra unit lowers the price of all units sold; MR lies below demand and has twice the slope of the demand curve. | Produce where MR = MC; charge the price that corresponds to this quantity on the demand curve. |
P > MC, P > ATC → super‑normal profit (unless regulated). |
| Monopolistic competition | Downward‑sloping demand (more elastic than monopoly) | Same method as monopoly – MR is below demand. | Short‑run: MR = MC (π may be > 0).Long‑run: entry drives demand down until P = ATC → normal profit. |
Long‑run price = ATC; output lower and price higher than in perfect competition. |
| Oligopoly – Cournot model | Each firm faces the residual demand that remains after rivals’ output is taken into account. | MR is derived from the residual‑demand function; it is flatter than the market demand. | Each firm chooses Q where its own MR = MC, given the expected output of rivals. |
Outcome depends on the number of firms; can be between competitive and monopoly results. |
| Oligopoly – Kinked‑demand model | Demand is relatively elastic for price increases and relatively inelastic for price decreases, creating a “kink”. | Resulting MR curve is discontinuous at the kink. | Firms tend to keep price at the kink; small changes in MC do not alter price or output. | Price rigidity; profit may be normal or super‑normal depending on cost structure. |
| Objective | Key focus | Decision rule | Typical output/price implication | Advantages (pros) | Limitations (cons) |
|---|---|---|---|---|---|
| Profit maximisation | Maximise π = TR – TC | MR = MC |
Output where marginal profit is zero; price set by market structure. | Ensures efficient allocation of resources; clear analytical rule. | Ignores growth, market‑share, or social goals; may be too narrow for real‑world firms. |
| Revenue maximisation | Maximise total revenue | MR = 0 (operate on the elastic portion of demand) |
Higher output and lower price than profit maximisation; can generate a loss if costs are high. | Useful when a firm wants to increase market presence quickly. | May be unsustainable because costs can exceed revenue, leading to losses. |
| Market‑share (growth) maximisation | Increase the firm’s share of the market | Produce where P > MC to undercut rivals; profit target is secondary. |
Output above the MR‑MC point; price often below competitive equilibrium. | Facilitates economies of scale, learning‑by‑doing, and future profitability. | Short‑run losses are common; success depends on ability to sustain lower prices. |
| Survival (break‑even) objective | Stay in operation during adverse periods | Produce as long as P ≥ AVC (cover variable costs) |
Output may be below the profit‑maximising level; price set by market. | Prevents liquidation and preserves the firm’s capital for future recovery. | Does not generate profit; prolonged survival can erode capital. |
| Managerial satisficing | Achieve an acceptable (target) level of profit | Choose Q such that π meets a pre‑set target; adjust Q up or down accordingly. | Output can be either higher or lower than the MR‑MC point, depending on the target. | Reflects real‑world managerial behaviour and risk‑aversion. | Lacks a precise optimisation rule; may leave profit on the table. |
| Corporate Social Responsibility (CSR) / Social‑welfare objective | Balance profit with environmental, ethical or community goals | Maximise a weighted function, e.g. απ + βW where W = social welfare. |
Output and price are chosen to reflect both profit and external‑benefit considerations. | Improves reputation, can attract socially‑concerned consumers and investors. | May reduce short‑run profitability; benefits are often difficult to quantify. |
The traditional profit‑maximising model provides a single analytical rule – MR = MC – that works across all market structures once the appropriate demand and marginal‑revenue curves are drawn. In the short run firms compare price with average variable cost to decide whether to operate; in the long run free entry and exit drive economic profit to zero. However, the Cambridge syllabus recognises that real‑world firms often pursue other objectives – growth, survival, managerial satisficing, or CSR – and may employ strategic pricing (price discrimination, limit pricing, predatory pricing) to achieve those aims. Understanding both the core profit‑maximising framework and its limitations is essential for answering the required AO1–AO3 exam questions.
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