Marginal, Average &Total Revenue (AQA A Level Economics)

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Steve Vorster

Written by: Steve Vorster

Reviewed by: Jenna Quinn

Defining Total, Average & Marginal Revenue

  • Total revenue is the total value of all sales a firm incurs

      Total space revenue space left parenthesis TR right parenthesis space equals space selling space price space left parenthesis straight P right parenthesis space cross times space quantity space sold left parenthesis straight Q right parenthesis 

  • Average revenue is the overall revenue per unit

Average space revenue space left parenthesis AR right parenthesis space equals space TR over straight Q

  • Marginal revenue is the extra revenue received from the sale of an additional unit of output

Marginal space revenue space left parenthesis MR right parenthesis space equals space fraction numerator increment space in space TR over denominator increment space in space straight Q end fraction

  • The relationship between TR, AR & MR is different in perfect competition and imperfect competition

Revenue in perfect competition

The Relationship Between TR, AR & MR in Perfect Competition


P (£)


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

8

5

40

8

8

8

6

48

8

8

8

7

56

8

8

8

8

64

8

 8

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

Diagram: The Relationship Between Average Revenue & Marginal Revenue

3-3-1-revenue-in-perfect-competition_edexcel-al-economics

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

Revenue in imperfect competition

The Relationship Between TR, AR & MR for Imperfect Competition


P (£)


Q


TR left parenthesis straight P cross times straight Q right parenthesis


AR space TR over straight Q


MR Alternative text not available

8

1

8

8

8

7

2

14

7

6

6

3

18

6

4

5

4

20

5

2

4

5

20

4

0

3

6

18

3

-2

2

7

14

2

-4

1

8

8

1

-6

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

Diagram: Average Revenue & Marginal Revenue in Imperfect Competition

3-3-1-revenue-in-imperfect-competition_edexcel-al-economics

An illustration of the relationship between AR, MR & TR for imperfect competition

Observations

  •  The firm is a price maker 

    • In order to sell an additional unit of output, the price (AR) must be lowered

    • Both AR and MR fall with additional units of sale

    • When the AR falls, the MR falls by twice as much

      • The gradient of the MR curve is twice as steep as the AR curve

    • TR is maximised when MR = 0

  • AR is the demand (D) curve

  • From the point where MR = 0, the total revenue begins to fall

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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.

Jenna Quinn

Author: Jenna Quinn

Expertise: Head of New Subjects

Jenna studied at Cardiff University before training to become a science teacher at the University of Bath specialising in Biology (although she loves teaching all three sciences at GCSE level!). Teaching is her passion, and with 10 years experience teaching across a wide range of specifications – from GCSE and A Level Biology in the UK to IGCSE and IB Biology internationally – she knows what is required to pass those Biology exams.