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

Exam code: 9708

Steve Vorster

Written by: Steve Vorster

Reviewed by: Lisa Eades

Updated on

Short-run supernormal profits in monopolistic competition

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

    • The firm can make supernormal profit in the short-run

  • The average revenue (AR) curve is the demand curve of the firm and it is downward sloping

  •  The firm has some market power due to the level of product differentiation that exists

    • To sell an additional unit of output, the firm will have to decrease its price

    • The marginal revenue (MR) curve will fall twice as quickly as the average revenue curve (AR)

  • A very good example of how this occurs can be seen in the barber shop industry. 

    • Innovators may offer unique features such as free espressos, or childcare while you wait

    • This permits them to charge higher prices until such a point as competitors copy their innovative actions

    • Their abnormal profit will then be eroded

Short-run profits for a monopolistically competitive firm

3-4-3-supernormal-short-run-profit_edexcel-al-economics

Diagram analysis

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

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

    • The firm is making supernormal profit begin mathsize 14px style 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 end style

Short-run losses in monopolistic competition

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

Short-run losses in monopolistic competition

Economic graph showing loss area. Curves include MC, AC, MR, and D=AR. Axes are quantity (Q) and costs/revenue/profit (£). Loss shaded in red.
Short-run losses occur as AR (PE ) <  AC at the profit maximisation level of output (QE) 

Diagram analysis

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

    • At this level of output, the AR (PE) < ATC (C1)

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

Long-run normal profit in monopolistic competition

From supernormal to normal Profit

  • If firms in monopolistic competition make supernormal profit in the short-run, new entrants are attracted to the industry, and the number of sellers increases

    • They are incentivised by the opportunity to make supernormal profit

    • There are low barriers to entry and It is easy to join the industry

  • Supernormal profit will be eroded, and the firm will return to the long-run equilibrium position of making normal profit

From losses to normal profit

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

    • The shut down rule will determine which firms shut down

    • There are low barriers to exit, so it is easy to leave the industry

  • For the remaining firms, losses will be eliminated, and the firm will return to the long-run equilibrium position of making normal profit

Long-run normal profit position

Economic graph showing cost and revenue curves: MC, AC, MR, and D=AR. Equilibrium at P1 with quantity Q1. Axes labelled costs/revenue (£) and quantity.
The firm is making a normal profit. AR (P1) = 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, P1 = AC and the firm is making normal profit

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

    • Firms making a loss leave the industry

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

Efficiency in monopolistic competition

  • Allocative efficiency occurs where average revenue = marginal cost (AR = MC)

  • In monopolistic competition firms produce where MR = MC, but P > MC

    • This means firms do not achieve allocative efficiency

  • Productive efficiency occurs where marginal cost = average cost (MC = AC)

    • This is the point where average costs are minimised

  • Firms in monopolistic competition do not achieve productive efficiency

    • They produce to the left of the minimum point of the AC curve, meaning there is excess capacity

Graph showing cost and revenue with curves: MC, AC, AR, MR. Points A, B, D and labels C, P, Q. Axes labelled 'Cost/Revenue (£)' and 'Output'.
Monopolistic competition

Diagram analysis

  • The firm maximises profit where MR = MC, which occurs at point A, producing Q

  • At this level of output, the firm charges price P from the AR (demand) curve

  • Because P > MC, the firm is not allocatively efficient

  • Allocative efficiency would occur where AR = MC

  • The firm is also not productively efficient, because it is not producing at the minimum point of the AC curve (point X)

Unlock more, it's free!

Join the 100,000+ Students that ❤️ Save My Exams

the (exam) results speak for themselves:

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.