3.3.2 Costs (in the short run)

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Last updated 12:21 PM on 10/27/25
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12 Terms

1
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Definition & Formulae of total cost

  • Total cost = cost of producing a given level of output

  • TC = FC + VC

  • Note that fixed costs only happen in the short run as it can only happen when at least one factor or production is fixed

  • Variable costs can happen in both short run & long run

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What are the 2 types of total costs (every type of cost, there’s a fixed & a variable)

  • Total fixed costs (TFC)

    • cost that remains the same as output increases or decreases (ie. rent)

    • TFC = TC - TVC

  • Total variable costs (TVC)

    • cost that changes with the level of output (ie. cost of ingredients)

    • TVC = TC - TFC

Note: wages (per output produced) so variable

salary (same every month, has a contract) so fixed

<ul><li><p><mark data-color="yellow" style="background-color: yellow; color: inherit;">Total fixed costs (TFC)</mark></p><ul><li><p><mark data-color="yellow" style="background-color: yellow; color: inherit;">cost that remains the same as output increases or decreases (ie. rent)</mark></p></li><li><p>TFC = TC - TVC</p></li></ul></li><li><p><mark data-color="yellow" style="background-color: yellow; color: inherit;">Total variable costs (TVC)</mark></p><ul><li><p><mark data-color="yellow" style="background-color: yellow; color: inherit;">cost that changes with the level of output</mark> (ie. cost of ingredients)</p></li><li><p>TVC = TC - TFC</p></li></ul></li></ul><p>Note: wages (per output produced) so variable</p><p>salary (same every month, has a contract) so fixed</p><p></p>
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Definition & Formulae of average cost

  • Average (total) cost = cost per unit of output

  • TC / Q

  • OR ATC = AFC + AVC

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Definition & Formulae of average fixed cost

  • Average fixed cost = fixed cost per unit of output

  • AFC = TFC / Q

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Definition & Formulae of average variable cost

  • Average variable cost = variable cost per unit of output

  • AVC = TVC / Q

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Definition & Formulae of marginal cost

  • Marginal cost = cost of producing one more unit of output

    • So not affected by a change in FC

    • affected by a change in level of output so affected by changes in variable cost

  • MC = change in TC / change in Q

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Derivation of short-run cost curves from the assumption of diminishing marginal productivity

The reason that the cost curves are going down and up again like a parabola is because of diminishing marginal productivity :

Fixed factors of production: land of the bakery shop

Variable factors of production: number of workers

Diminishing marginal productivity = for an additional unit of labour, the additional increase in productivity declines

→ MC increase

Example of the law:

ie when making cake: at first, when workers are added, they may become specialized - efficient → an additional unit of labour →increasing marginal productivity → more additional output→ MC falls (less cost to produce one more unit of output)

After some point: diminishing marginal productivity sets in an additional unit of labour MP falls less additional output (as more crowded) → cost more to produce an extra output → MC increases at a faster rate

This only happens in the short run because in the long run, they can expand the space in the shop

<p>The reason that the cost curves are going down and up again like a parabola is because of diminishing marginal productivity :</p><p><mark data-color="yellow" style="background-color: yellow; color: inherit;">Fixed factors of production: </mark>land of the bakery shop</p><p><mark data-color="yellow" style="background-color: yellow; color: inherit;">Variable factors of production:</mark> number of workers</p><p><mark data-color="yellow" style="background-color: yellow; color: inherit;">Diminishing marginal productivity = for an additional unit of labour, the additional increase in productivity declines</mark></p><p>→ MC increase</p><p>Example of the law:</p><p>ie when making cake: at first, when workers are added, they may become specialized - efficient → an additional unit of labour →increasing marginal productivity → more additional output→ MC falls (less cost to produce one more unit of output)</p><p>After some point: <mark data-color="yellow" style="background-color: yellow; color: inherit;">diminishing marginal productivity sets in </mark>→ <mark data-color="yellow" style="background-color: yellow; color: inherit;">an additional unit of labour </mark>→<mark data-color="yellow" style="background-color: yellow; color: inherit;"> MP falls </mark>→<mark data-color="yellow" style="background-color: yellow; color: inherit;"> less additional output (as more crowded) → </mark>cost more to produce an extra output → <mark data-color="yellow" style="background-color: yellow; color: inherit;">MC increases at a faster rate</mark></p><p>This only happens in the <mark data-color="yellow" style="background-color: yellow; color: inherit;">short run</mark> because in the long run, they can expand the space in the shop</p>
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The relationship between short-run & long-run average cost curves

  • In the short run, at least one factor of production is fixed

    • output only increases when additional units of variable factors (ie. labour) are added to the fixed factor (ie. land) until diminishing marginal productivity sets in where output starts to fall

  • In the long run, all factors of production are variable, not fixed so won’t experience diminishing marginal productivity. Therefore, the cost curve will be slightly different

<ul><li><p>In the short run, at least one factor of production is fixed</p><ul><li><p>output only increases when additional units of variable factors (ie. labour) are added to the fixed factor (ie. land) until diminishing marginal productivity sets in where output starts to fall</p></li></ul></li><li><p>In the long run, all factors of production are variable, not fixed so won’t experience diminishing marginal productivity. Therefore, the cost curve will be slightly different</p></li></ul><p></p>
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Example of production in the short run shown in a table

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Relationship between average cost & marginal cost & TC

  • IMPORTANT: MC always cut AC at its lowest point which can be explained by the following:

  • If marginal cost above average cost → average cost rise → TC increases at a faster rate

  • If marginal cost below average cost → pulls down average cost → average cost fall

  • If marginal cost = average cost → average cost stays the same

asks a lot in exam

<ul><li><p><mark data-color="yellow" style="background-color: yellow; color: inherit;">IMPORTANT: MC always cut AC at its lowest point which can be explained by the following:</mark></p></li><li><p><mark data-color="yellow" style="background-color: yellow; color: inherit;">If marginal cost above average cost → average cost rise → TC increases at a faster rate</mark></p></li><li><p><mark data-color="yellow" style="background-color: yellow; color: inherit;">If marginal cost below average cost → pulls down average cost → average cost fall</mark></p></li><li><p><mark data-color="yellow" style="background-color: yellow; color: inherit;">If marginal cost = average cost → average cost stays the same</mark></p></li></ul><p><span style="color: red;"><span>asks a lot in exam</span></span></p>
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Golden rule when drawing short run average cost curves

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Diminishing marginal returns question (3) + mcq

1) Law (use this as definition): As variable factors are added to a fixed factor, MC eventually rise

2) Only happens in the short run only where there is atleast one fixed factor (as in the long run, these these fixed factors can become variable)

2) Definition of MC