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Lesson 2 of 6 6–9% of the exam

Economies and diseconomies of scale

In the long run a firm can choose any plant size, so its cost curve is the lowest cost achievable at each output (the long-run average total cost curve). Where that curve slopes down the firm enjoys economies of scale; where it slopes up, diseconomies. Its lowest point is the minimum efficient scale.

4 min cram, 20 min full read. Based on the 2027 CFA® Program Level I curriculum, Economics, Learning Module 1. Also part of the 2026 curriculum, so it applies to the November 2026 exam too.

Tailor this to you: take the self-assessment

Before this: Breakeven and shutdown points

On the exam

  • Determine and interpret breakeven and shutdown points of production, as well as how economies and diseconomies of scale affect costs under perfect and imperfect competition

Determine and interpret how economies and diseconomies of scale affect costs. Expect to identify where a firm sits on the long-run average cost curve, the likely source of its economies or diseconomies, and what it should do about it.

How deeply to learn each part
Know the idea
Understand it in general. It frames other topics, but you will not calculate with it.
Use it
Understand it well enough to solve a question with it. Recognize when it applies.
Memorize
Learn it by heart. The exam will not give it to you.

You know this one. The full lesson is folded away. The takeaways, formulas and checkpoint below are your quick refresher, and the checkpoint is a fair test of whether you still do.

You tested strong here. The full lesson is folded away. The takeaways, formulas and checkpoint below are your quick refresher, and the checkpoint is a fair test of whether you still know it.

Cram mode: the one-screen version of this lesson. Switch to Full for the explanations, worked examples and interactives.

What is the difference between the short run and the long run?

In the short run at least one input, such as the plant, equipment or technology, is fixed. In the long run every input is variable and firms can enter or exit. Firms operate in the short run and plan in the long run.

Each plant size has its own short-run cost curve, a short-run average total cost curve shaped like a smile. When the firm can choose its plant, it picks the size with the lowest cost for the output it wants. Tracing the lowest cost at every output gives the long-run average total cost (LRAC) curve: the envelope that hugs the bottom of all the short-run smiles.

InteractiveThe long-run cost curve: where a firm wants to be

Try this 0 of 3

  • Move the firm to its minimum efficient scale
  • Find a position where the firm should cut output
  • Show returns to scale and make cost per unit rise

Each plant size has its own short-run cost curve. Drag the firm along the long-run curve (or use the slider) and read what its position says it should do.

Four plant sizes, S to XL, each with its own short-run average cost curve. The long-run curve hugs the lowest of them: it falls to USD 38 at 4,000 panels, stays flat to 5,000, then rises to USD 46 at 7,000. The firm now makes 2,500 panels at USD 48.13 each: economies of scale: grow.

At 2,500 panels cost per panel is USD 48.13 and still falling: economies of scale. A bigger plant would lower unit cost, so this firm should grow.

Illustrative cost curves drawn through the lesson's schedule.

Returns to scale
Output2,500 panels
LRACUSD 48.13
Best plantS
The lesson's LRAC schedule
OutputLRACReading
2,000USD 54Economies of scale
3,000USD 43Economies of scale
4,000USD 38Minimum efficient scale
5,000USD 38Constant returns
6,000USD 41Diseconomies of scale
7,000USD 46Diseconomies of scale
Show working

LRAC at 2,500 panels = USD 48.13; slope negative (cost per panel falls as output grows).

Cheapest plant for this output: S, at USD 48.63 a panel.

Minimum efficient scale: the smallest output on the flat bottom, 4,000 panels at USD 38.00.

The bottom of the long-run cost curve is where a competitive firm has to be.

How do you read the long-run cost curve?

Look at the slope. Here is a schedule for a solar-panel maker (cost per unit in USD).

Annual output (units)2,0003,0004,0005,0006,0007,000
LRAC (USD)544338384146
Where a firm sits on the long-run cost curve
Long-run average total cost (LRAC)the lowest cost per unit at each output once plant size can change
  • Falling LRAC: economies of scale Memorize output grows faster than inputs; grow
  • Flat LRAC: constant returns to scale Use it starts at the minimum efficient scale
  • Rising LRAC: diseconomies of scale Memorize output grows slower than inputs; shrink or restructure
  • From 2,000 to 4,000 units the curve falls: economies of scale . Cost per unit drops as output grows.
  • From 4,000 to 5,000 it is flat: constant returns to scale .
  • Beyond 5,000 it rises: diseconomies of scale .
  • The minimum efficient scale is the smallest output at the lowest LRAC: 4,000 units.

Under perfect competition the long-run price is driven down to the minimum LRAC, so a firm that is not at minimum efficient scale is at risk. A firm to the left should grow. A firm to the right should shrink or restructure.

Exam tip At minimum efficient scale a competitive firm survives. To the left, grow. To the right, shrink.

What are returns to scale?

Increasing returns to scale mean output grows by a larger percentage than inputs. Decreasing returns to scale mean it grows by a smaller percentage. With input prices unchanged, increasing returns lower cost per unit (economies) and decreasing returns raise it (diseconomies).

Returns to scale Memorize
%Δoutput%Δinputs  {>1increasing (economies)=1constant<1decreasing (diseconomies)\frac{\%\Delta \text{output}}{\%\Delta \text{inputs}} \;\begin{cases} > 1 & \text{increasing (economies)} \\ = 1 & \text{constant} \\ < 1 & \text{decreasing (diseconomies)} \end{cases}
Change in cost per unit from scaling up Use it
gu=1+gin1+gout−1(input prices unchanged)g_u = \frac{1 + g_{in}}{1 + g_{out}} - 1 \quad (\text{input prices unchanged})
Rearrange itReturns to scale and cost per unit: solve for any input
The question asks for
A firm raises all inputs by 15.00% at unchanged input prices, and output rises by 25.00%. Its cost per unit changes by closest to:

1.15 ÷ 1.25 − 1 = -8.00%

Change in cost per unit-8.00%

On your calculator
  1. 1.15÷1.25−1=as a decimal: × 100 for percent
  1. 1.15ENTER1.25÷1−as a decimal: × 100 for percent

ENTER enter (on the HP, puts the number on the stack)

Where do economies and diseconomies come from?

Where economies and diseconomies come from
Sources of scale effects
  • Economies of scale Memorize
    • Specialization of workers and managers
    • Better equipment and technology affordable only at high volume
    • Less waste and sellable by-products
    • Bulk-purchase discounts
    • Better use of market information
  • Diseconomies of scale Memorize
    • Management strain communication breaks down
    • Duplicated functions overlapping product lines
    • Rising input prices huge purchases strain supply
Economies of scaleDiseconomies of scale
Output grows faster than inputsOutput grows slower than inputs
Specialization of workers and managersToo big to manage well; communication breaks down
Affordable, more efficient equipment and technologyDuplicated functions and overlapping product lines
Less waste, sellable by-productsInput prices rise when buying huge quantities strains supply
Bulk-purchase discounts; better use of market information

Both can operate at once. The slope of the LRAC curve shows which one dominates at the current size.

Go deeper Diminishing returns are not diseconomies

Diminishing marginal returns belong to the short run: with the plant fixed, each extra worker adds less output than the one before, so marginal cost rises. Diseconomies of scale belong to the long run: every input, plant included, grows together and average cost still rises. The two share a shape but not a cause, and the exam likes to swap them.

Go deeper Why utilities grew regional and conglomerates broke up

A water or electricity network has large fixed costs for pipes or cables. Spreading them over more customers lowers the cost per customer for a long way, so utilities naturally grew regional. Sprawling conglomerates went the other way: past a point, the cost of coordinating unrelated businesses outweighed the savings, so many restructured. Analysts read scale as a source of cost advantage and pricing power (see business models in Corporate Issuers).

Memorize this

MemorizeReading the LRAC curve

LRAC slopeNameOutput vs inputsMove
FallingEconomies of scaleOutput grows fasterGrow
Flat (lowest)Minimum efficient scaleOutput grows in stepStay
RisingDiseconomies of scaleOutput grows slowerShrink or restructure

Memory hook Think of the curve as a bowl: the bottom is where you want to be, and competition rolls firms towards it.

Know it cold LRAC is the envelope of all short-run ATC curves. Minimum efficient scale = smallest output at the lowest LRAC. Under perfect competition the long-run price falls to minimum LRAC.

MemorizeSources of scale effects

Economies of scaleDiseconomies of scale
SpecializationManagement strain, poor communication
Efficient equipment, technologyDuplicated functions, overlapping products
Less waste, by-productsHigher input prices from huge purchases
Bulk discounts
Market information

Memory hook Economies: doing more of the same, smarter. Diseconomies: too big to coordinate.

MemorizeShort run versus long run

Know it cold Short run: at least one input fixed, diminishing marginal returns. Long run: all inputs variable, scale effects. Do not mix them up.

Where a firm sits on the long-run cost curve
Long-run average total cost (LRAC)the lowest cost per unit at each output once plant size can change
  • Falling LRAC: economies of scale Memorize output grows faster than inputs; grow
  • Flat LRAC: constant returns to scale Use it starts at the minimum efficient scale
  • Rising LRAC: diseconomies of scale Memorize output grows slower than inputs; shrink or restructure
Where economies and diseconomies come from
Sources of scale effects
  • Economies of scale Memorize
    • Specialization of workers and managers
    • Better equipment and technology affordable only at high volume
    • Less waste and sellable by-products
    • Bulk-purchase discounts
    • Better use of market information
  • Diseconomies of scale Memorize
    • Management strain communication breaks down
    • Duplicated functions overlapping product lines
    • Rising input prices huge purchases strain supply
Returns to scale Memorize
%Δoutput%Δinputs  {>1increasing (economies)=1constant<1decreasing (diseconomies)\dfrac{\%\Delta \text{output}}{\%\Delta \text{inputs}} \;\begin{cases} > 1 & \text{increasing (economies)} \\ = 1 & \text{constant} \\ < 1 & \text{decreasing (diseconomies)} \end{cases}
Quick example

All inputs rise 10% and output rises 6%. 6 ÷ 10 = 0.6, below 1: decreasing returns, so diseconomies of scale.

On your calculator
  1. 6÷10= 0.6
  1. 6ENTER10÷ 0.6

ENTER enter (on the HP, puts the number on the stack)

Change in cost per unit from scaling up Use it
gu=1+gin1+gout−1(input prices unchanged)g_u = \dfrac{1 + g_{in}}{1 + g_{out}} - 1 \quad (\text{input prices unchanged})
Quick example

Inputs +10% and output +6%. 1.10 ÷ 1.06 − 1 = +3.8%: cost per unit rises.

On your calculator
  1. 1.1÷1.06−1= 0.0377
  1. 1.1ENTER1.06÷1− 0.0377

ENTER enter (on the HP, puts the number on the stack)

How it is asked

  1. Inputs and output both change

    All inputs rise 15% and output rises 25%. Economies, constant returns or diseconomies?

    Output grew faster: economies of scale (cost per unit down 8.0%). Diseconomies is the trap.

  2. What should the firm do?

    In a competitive industry a brewer makes 80,000 barrels a year; its LRAC bottoms out at 50,000. Advice?

    Cut output towards the minimum efficient scale. "Grow to spread fixed costs" is the advice for a firm to the left of it.

  3. Source of rising costs

    Two airlines merge but keep separate booking systems and overlapping routes; cost per passenger rises. Why?

    Duplicated functions and overlapping products, a diseconomy. Bulk discounts and specialization are economies.

  4. Short-run versus long-run trap

    A bakery keeps its single oven and hires more bakers; each adds less bread and cost per loaf rises. Diseconomies of scale?

    No. That is diminishing marginal returns (one input fixed), not a long-run scale effect.

Exam traps

  • Calling constant cost per unit 'economies of scale'. A flat curve is constant returns.
  • Telling a firm past the minimum efficient scale to grow further. It should shrink or restructure.
  • Confusing diminishing marginal returns (short run, one input fixed) with diseconomies of scale (long run, all inputs vary).

Checkpoint

3 exam-style questions. About 90 seconds each.

  1. 1A firm increases all of its inputs by 20% and its output rises by 30%. The firm is most likely experiencing:

  2. 2In a competitive industry, a solar-panel maker's long-run average cost is USD 52 a unit at 1,000 units, USD 40 at 3,000 and USD 49 at 6,000. It now produces 6,000 units. To stay viable it should most appropriately:

  3. 3A bank merges with a rival but keeps both finance, HR and IT teams and both mortgage product ranges. Its cost per customer rises. The most likely cause is:

Key takeaways

  • LRAC is the envelope of all the short-run ATC curves.
  • Downward slope: economies of scale. Upward slope: diseconomies.
  • Minimum efficient scale is the lowest point of LRAC; competition pushes firms towards it.
  • Short-run diminishing returns are not the same as long-run diseconomies.
Returns to scale Memorize
%Δoutput%Δinputs  {>1increasing (economies)=1constant<1decreasing (diseconomies)\dfrac{\%\Delta \text{output}}{\%\Delta \text{inputs}} \;\begin{cases} > 1 & \text{increasing (economies)} \\ = 1 & \text{constant} \\ < 1 & \text{decreasing (diseconomies)} \end{cases}
Quick example

All inputs rise 10% and output rises 6%. 6 ÷ 10 = 0.6, below 1: decreasing returns, so diseconomies of scale.

On your calculator
  1. 6÷10= 0.6
  1. 6ENTER10÷ 0.6

ENTER enter (on the HP, puts the number on the stack)

Change in cost per unit from scaling up Use it
gu=1+gin1+gout−1(input prices unchanged)g_u = \dfrac{1 + g_{in}}{1 + g_{out}} - 1 \quad (\text{input prices unchanged})
Quick example

Inputs +10% and output +6%. 1.10 ÷ 1.06 − 1 = +3.8%: cost per unit rises.

On your calculator
  1. 1.1÷1.06−1= 0.0377
  1. 1.1ENTER1.06÷1− 0.0377

ENTER enter (on the HP, puts the number on the stack)

All Economics formulas, every lesson

Practice exam-style questions on The Firm and Market Structures

Questions about this lesson?

Where this comes back

Questions candidates ask

What is minimum efficient scale?

The smallest output at which the long-run average total cost curve reaches its lowest point. Below it the firm has a cost disadvantage; under perfect competition the long-run price is driven down to this minimum cost, so firms must reach this scale to survive.

What causes diseconomies of scale?

A firm can become too large to manage well, so communication breaks down; it can duplicate functions and overlap product lines; and buying huge quantities of inputs can strain supply and push input prices up.

What is the difference between economies of scale and returns to scale?

Returns to scale describe how output responds when all inputs rise together (increasing, constant or decreasing). Economies and diseconomies of scale describe the resulting change in cost per unit. With constant input prices, increasing returns mean economies of scale.

How is the long-run cost curve related to the short-run curves?

Each plant size has its own short-run average total cost curve. The long-run curve is the envelope that hugs the lowest of them at every output, because in the long run the firm can pick the best plant size for each level of production.

Spotted an error? Tell us and we will fix it.

  1. Breakeven and shutdown points
  2. Economies and diseconomies of scale
  3. Perfect competition, monopolistic competition, oligopoly and monopoly compared
  4. Monopolistic competition: price, output and the long run
  5. Oligopoly pricing: kinked demand, Cournot, Nash and Stackelberg
  6. Concentration ratio and Herfindahl-Hirschman index

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