The Performance of Firms in Perfect Competition (Cambridge (CIE) A Level Economics): Revision Note

Exam code: 9708

Steve Vorster

Written by: Steve Vorster

Reviewed by: Lisa Eades

Updated on

Revenue in perfect competition

  • The firm does not have any market power so it is unable to influence the price and quantity

    • The firm is a price taker due to the large number of sellers

    • The firm's selling price is the same as the market price, P1 = MR = AR = Demand

The relationship between TR, AR & MR when price = $8


Q


TR left parenthesis straight P cross times straight Q right parenthesis


AR space TR over straight Q


MR space fraction numerator increment space in space TR over denominator increment space in space straight Q end fraction

5

40

8

8

6

48

8

8

7

56

8

8

8

64

8

 8

  • The situation in the table above is illustrated in the diagram below

Two graphs: left shows constant price (P1) for quantity, right shows total revenue increasing with quantity. Both axes label in pounds (£) and quantity (Qty).
An illustration of the relationship between AR, MR & TR in a perfectly competitive market

Observations

  •  The firm is a price taker at P1 ($8)

    • Every unit of output is sold at the same price

    • A higher price would decrease sales to zero

    • A lower price would result in all sellers lowering their price

  • TR increases at a constant rate

  • MR = AR = Demand

The role of the MC curve

  • The MC curve shows the cost of producing one additional unit

  • As price changes, the firm changes output to the point where P = MC

  • This means the MC curve determines the quantity supplied at each price

Deriving the supply curve

  • For every possible price, the firm produces the output where P = MC

  • Plotting these output decisions across different prices traces the firm’s supply curve

Long run equilibrium in perfect competition (normal profit)

2-11-1-perfect-competition

Diagram observations

  • The MC curve represents the cost of producing one additional unit of output

  • In a perfectly competitive market, the firm maximises profit where MC = MR

  • Because the firm is a price taker, MR = AR = P, which is shown by the horizontal demand curve

  • The profit-maximising output is therefore Q, where the MC curve intersects the price line

  • If MC were below price, producing an additional unit would add more revenue than cost, so the firm would increase output

  • If MC were above price, producing an additional unit would increase costs more than revenue, so the firm would reduce output

  • Therefore, the MC curve determines the output supplied at each market price

  • For this reason, the upward-sloping section of the MC curve represents the firm’s short-run supply curve

Profits

  • In order to maximise profit, firms in perfect competition produce up to the level of output where marginal cost = marginal revenue (MC=MR)

  • The firm does not have any market power so it is unable to influence the price and quantity

    • The firm is a price taker due to the large number of sellers

Firms in perfect competition making supernormal profits

  • Firms in perfect competition are able to make supernormal profit in the short-run

    • A seller may gain a competitive advantage for a short period of time, which allows them to make supernormal profit

  • However, they will always return to the long-run equilibrium (see diagrm above) where they make normal profit

Graph showing supernormal profits in a monopoly; curves represent marginal cost, average cost, demand equals average and marginal revenue.
This firm is making abnormal profit in the short-run as the AR > AC at the profit maximisation level of output (Q1)

Diagram analysis

  • The marginal cost curve (MC) is the supply curve of the firm

  • The firm is producing at the profit maximisation level of output, where MC=MR (Q1)

    • At this point, AR (P1) > AC (C1)

    • The firm is making supernormal profit equals space left parenthesis straight P subscript 1 space minus space straight C subscript 1 right parenthesis space cross times space straight Q subscript 1

Supernormal profit eliminated in the long run

  • If firms in perfect competition make supernormal profit in the short-run, new firms are attracted to the industry

    • They are incentivised by the opportunity to make supernormal profit

    • There are no barriers to entry

      • It is easy to join the industry

Graph comparing individual firm and market, showing shifts in supply and demand curves, prices P1 and P2, and quantities Q1 and Q2.
New entrants shift the industry supply curve to the right (S1→S2 ) which changes the industry price from P1→P2. The firm can now only sell its products at P2 

Diagram analysis

  • The firm is initially producing at the profit maximisation level of output, where MC=MR (Q1)

    • At this level of output, AR (P1) > AC (P2) and the firm is making supernormal profit

  • Incentivised by profit, new firms join the industry and supply increases from S1→S2

    • Overall quantity in the industry increases from Q1→Q2

    • The industry price falls from P1→P2

  • The firm has to now sell its products at the industry price of P2

    • The output of the firm falls from Q1→Q2 as it now has a smaller market share of the larger industry

  • At the profit maximisation level of output (MC=MR) the firm is now producing at the point where AR= AC

    • The firm is making normal profit

  • In the long-run, firms in perfect competition always make normal profit

Short-run losses in perfect competition

  • Firms in perfect competition are able to make losses in the short-run

    • Periods of intense competition can cause prices to fall below the average costs

    • New firms may enter the industry. This results in the market share being divided up between more competitors and some individual firms may start making a loss

Graph showing costs/revenue against quantity. Includes MC, AC, D=AR=MR curves. Highlighted loss area is between C1, P1, and Q1.
This firm is making losses in the short-run as the AR < AC at the profit maximisation level of output (Q1)

Diagram analysis

  • The firm is producing at the profit maximisation level of output, where MC=MR (Q1)

    • At this level of output, the AR (P1) < AC (C1)

    • The firm's loss is equivalent to space left parenthesis straight P subscript 1 space minus space straight C subscript 1 right parenthesis space cross times space straight Q subscript 1

Losses are eliminated in the long run

  • If firms in perfect competition make losses in the short-run, some will shut down

    • The shut down rule will determine which firms shut down

    • There are no barriers to exit, so it is easy to leave the industry

Graph comparing an individual firm's marginal cost and long-run average cost with market demand and supply curves, showing shifts and equilibrium changes.
 Firms leaving the industry shift the industry supply curve to the left (S1→S2 ) which changes the industry price from P1→P2. Remaining firms can now sell products at P2 which returns it to a position of normal profit

Diagram analysis

  • The firm is initially producing at the profit maximisation level of output, where MC=MR (Q1)

    • At this level of output, the AR (P1) < AC (C1) and the firm is making a loss

  • Some firms leave the industry, and supply decreases from S1→S2

    • Overall quantity in the industry falls from Q1→Q2

    • The industry price increases from P1→P2

  • The firm now has to sell its products at the industry price of P2

    • The output of the firm increases from Q1→Q2 as it now has a larger market share of the smaller industry

  • At the profit maximisation level of output (MC=MR) the firm is now producing at the point where AR= AC

    • The firm is making normal profit

  • In the long-run, firms in perfect competition always make normal profit

    • Firms making a loss leave the industry

    • Firms making supernormal profit see them slowly eradicated as new firms join the industry

Efficiency in perfect competition

  • Allocative efficiency occurs at the level of output where average revenue = marginal cost (AR = MC)

    • At this point, resources are allocated in such a way that consumers and producers get the maximum possible benefit

    • No one can be made better off without making someone else worse off

    • There is no excess demand or supply

  • Productive efficiency occurs at the level of output where marginal cost = average cost (MC=AC)

    • At this point average costs are minimised

    • There is no wastage of scarce resources & a high level of factor productivity

Economic graph showing cost/revenue against output. Curves for MC, AC, and a straight line for D=MR=AR intersect at point y on output Q.
A perfectly competitive market benefits from both productive and allocative efficiency in the long-run   

Diagram analysis

  • The firm produces at the profit maximisation level of output where MC=MR (Y)

  • The firm is productively efficient as MC=AC at this level of output

  • The firm is allocatively efficient as AR (P)=MC

Examiner Tips and Tricks

You should look to demonstrate your awareness that perfect competition provides a benchmark for judging the extent to which real-world markets perform efficiently or inefficiently

Wherever relevant, critically assess the proposition that perfectly competitive markets lead to an efficient allocation of resources

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Steve Vorster

Author: Steve Vorster

Expertise: Economics & Business Subject Lead

Steve has taught A Level, GCSE, IGCSE Business and Economics - as well as IBDP Economics and Business Management. He is an IBDP Examiner and IGCSE textbook author. His students regularly achieve 90-100% in their final exams. Steve has been the Assistant Head of Sixth Form for a school in Devon, and Head of Economics at the world's largest International school in Singapore. He loves to create resources which speed up student learning and are easily accessible by all.

Lisa Eades

Reviewer: Lisa Eades

Expertise: Business Content Creator

Lisa has taught A Level, GCSE, BTEC and IBDP Business for over 20 years and is a senior Examiner for Edexcel. Lisa has been a successful Head of Department in Kent and has offered private Business tuition to students across the UK. Lisa loves to create imaginative and accessible resources which engage learners and build their passion for the subject.