3.3.4: Normal profits, supernormal profits and losses

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21 Terms

1
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what is accounting profit?

total revenue - total costs

where TR = P x Q

TC = cash flows of FC (fixed costs) + VC (variable costs)

2
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what do economists also consider the opportunity cost of being in business?

  • regarded as a fixed cost

  • thus included in the TC figures

  • OC of being in business = ‘normal profit’

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what is normal profit?

  • the minimum return needed for an entrepreneur to stay in business in the long run

  • = OC (opportunity cost) of capital and enterprise

4
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supernormal profit (abnormal/economic profit)

any profits in excess of normal profit

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how to calculate normal profits?

= ask: how much could be earned as return if you invested your capital and enterprise elsewhere?

6
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how to calculate supernormal profit?

= ask: how much is actually being earned as a return for capital and enterprise? Compare this figure to normal profit figure.

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what are the key profit concepts?

knowt flashcard image
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what is sub-normal profit?

profit less than normal (i.e. price per unit < average cost)

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what are supernormal profits?

  • Profit achieved in excess of normal profit (known as abnormal profit).

  • made when price > AC

  • When firms are making abnormal profits, there is incentive for other producers to enter a market to acquire some of this profit

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calculating economic profit example

  • The data below is for an owner-managed firm for a given year

    • Total revenue £320,000

    • Raw material costs £30,000

    • Wages and salaries £85,000

    • Interest paid on bank loan £30,000

    • Salary the owner could have earned elsewhere £32,000

    • Interest forgone on capital invested in the business £20,000

  • In a simple accounting sense, the business has total revenue of £320,000 and total costs of £145,000 giving an accounting profit of £175,000.

  • But profit according to an economist should take into account the opportunity cost of the capital invested and the income that the owner could have earned elsewhere.

  • Taking these two items into account we find that the economic profit is lower equal to £123,000

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will a firm carry on in business if it is making less than normal profit? (scenario)

A firm faces total costs of £50m (remember: this includes the opportunity cost of being in business)

These costs are split into total fixed costs (£20m) and total variable costs (£30M). The fixed costs in that period are payable even if the plant is shut down.

Will the firm stay in business if it generates total revenue of £40M (i.e. a subnormal profit of £10m)? How does your answer change:

1. In the short run compared to the long run?

2. If total revenue was only £10m?

<p>A firm faces total costs of £50m (remember: this includes the opportunity cost of being in business)</p><p>These costs are split into total fixed costs (£20m) and total variable costs (£30M). The fixed costs in that period are payable even if the plant is shut down.</p><p>Will the firm stay in business if it generates total revenue of £40M (i.e. a subnormal profit of £10m)? How does your answer change:</p><p>1. In the short run compared to the long run?</p><p>2. If total revenue was only £10m?</p>
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will a firm carry on in business if it is making less than normal profit?

  • if TR > TVC or P > AVC

  • the firm is able to pay all of its VC, and make some contribution towards FC

  • better to do this in the short-run, than to exit the industry and make no contribution towards FC at all

  • therefore stays open in the short-run if ATC > P > AVC

  • AKA loss minimisation

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profit maximisation

  • In order to maximise profits, the firm must:

    • Choose an output level at which TR is as far above TC as possible (QPM)

    • …here, the gradients of both curves are equal

    • …hence MR = MC

  • Before this point, TR and TC are still diverging, so profits are not yet maximised at Q1 – i.e. can still increase profits by raising output

  • After this point, TR and TC are converging, so raising output to Q2 will only reduce profits

  • In other words, when MR = MC:

    • The cost incurred from producing one more unit of output is equal to the revenue gained from selling it

    • Hence the profit-maximising potential of the firm has been reached

    • …and this is where all rational firms will want to operate

<ul><li><p>In order to maximise profits, the firm must:</p><ul><li><p>Choose an output level at which TR is as far above TC as possible (QPM)</p></li><li><p>…here, the gradients of both curves are equal</p></li><li><p>…hence MR = MC</p></li></ul></li><li><p><u>Before</u> this point, TR and TC are still diverging, so profits are not yet maximised at Q1 – i.e. can still increase profits by raising output</p></li><li><p>After this point, TR and TC are converging, so raising output to Q2 will only reduce profits</p></li></ul><p></p><ul><li><p>In other words, when <strong>MR = MC</strong>:</p><ul><li><p>The cost incurred from producing one more unit of output is <strong><u>equal</u></strong> to the revenue gained from selling it</p></li><li><p>Hence the profit-maximising potential of the firm has been reached</p></li><li><p>…and this is where all rational firms will want to operate</p></li></ul></li></ul>
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revenue maximisation

  • In order to maximise revenues, the firm will:

    • Produce up to the point at which the TR curve is flat (QRM)

    • …here the slope of the TR curve is zero

    • …hence MR = 0

<ul><li><p>In order to maximise revenues, the firm will:</p><ul><li><p>Produce up to the point at which the TR curve is flat (QRM)</p></li><li><p>…here the slope of the TR curve is zero</p></li><li><p>…hence MR = 0</p></li></ul></li></ul>
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sales volume maximisation

  • In order to maximise sales volumes, the firm will:

    • Produce the greatest level of output without incurring a loss (QSM)

    • …hence TR = TC (or AR = AC)

    • …so the firm covers only TC and returns a normal profit

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objectives of the firm

  • Profit maximisation (MC = MR)

  • Revenue maximisation (MR = 0)

  • Sales volume maximisation (AR = AC)

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Efficiency Theories:

  • Productive efficiency (Lowest possible average cost; MC =

    AC)

  • Allocative efficiency (AR = MC)

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Why Firms May Not Maximise Profits: The Principal-Agent Problem

The divorce between ownership and control in a PLC firm…

gives rise to the principal-agent problem, which…

…is made possible by information asymmetries between shareholders and management – this may lead to:

  • Profit satisficing behaviour

  • Personal ambitions I: Prestige

  • Personal ambitions II: Pecuniary issues

Whether directors get away with all this will depend on the degree of shareholder activism.

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Profit satisficing behaviour

  • Like all human beings, directors have bounded rationality

  • So they will make just enough profit to satisfy the demands of shareholders…

  • …in order to prevent a hostile takeover or a shareholder revolt that would have them sacked

  • Hence they make satisfactory profits rather than maximum

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Personal ambitions I: Prestige

  • Business press often report on the firm’s revenues and sales volumes more heavily than on profits

  • ∴managers who want to appear successful will focus on boosting sales and revenue – to gain a sense of prestige from running a large firm

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Personal ambitions II: Pecuniary issues

  • Larger firms often have more money floating around – so directors are able to spend more on needless items like large offices, company cars, excess staff, pet projects, etc

  • Also, director’s bonuses / salaries may be directly linked to revenues or sales volumes – so they will go beyond profit max. to maximise their own rewards