3.6 - Returns to Scale
The meaning of returns to scale
Returns to scale refer to how output changes when all factor inputs, such as labour, capital, and land, are increased proportionally in the long run. This concept helps explain the efficiency gains or losses that occur as a firm expands its production capacity.
Types of returns to scale
There are three main types of returns to scale, each describing a different outcome when all factor inputs are scaled up equally.
Increasing returns to scale
Occurs when output rises by a greater proportion than the increase in inputs. For example, if all inputs are increased by 50%, but output grows by 80%, the firm experiences increasing returns to scale.
Constant returns to scale
Happens when output increases in exact proportion to the rise in inputs. For instance, if all inputs are increased by 50% and output also increases by 50%, constant returns to scale are present.
Decreasing returns to scale
Arises when output grows by a smaller proportion than the increase in inputs. As an example, if all inputs are quadrupled but output only triples, decreasing returns to scale apply.
The relationship between returns to scale and economies of scale
Returns to scale and economies of scale are related but distinct concepts in production analysis.
Key differences:
- Returns to scale specifically measure changes in output relative to proportional input increases.
- Economies of scale focus on how average costs per unit decrease as output expands.
- Increasing returns to scale often lead to economies of scale, as more efficient output growth reduces average costs.
- Decreasing returns to scale typically cause diseconomies of scale, where average costs rise due to less efficient output expansion.
The impact of returns to scale on long-run average costs
Returns to scale directly affect a firm's long-run average cost (LRAC), which is the cost per unit when all inputs can be adjusted.
Increasing returns to scale
LRAC falls as output expands. This is because inputs produce disproportionately more output, spreading costs over a larger volume.
Constant returns to scale
LRAC remains unchanged. Costs rise in line with output, so efficiency stays constant.
Decreasing returns to scale
LRAC increases as the firm grows. Inputs yield less output proportionally, leading to higher costs per unit.
The minimum efficient scale
The minimum efficient scale (MES) is the smallest output level at which a firm can achieve the lowest possible long-run average cost.
Key characteristics of MES:
- It represents the point on the LRAC curve where costs are minimised, often the optimal production level for efficiency.
- In some cases, there may be a range of output levels where LRAC is at its lowest; in others, it is a single point.
- MES differs across industries; for those with high fixed costs, like steel manufacturing, MES is large, favouring big firms.
- A high MES can lead to market concentration, as smaller firms struggle to compete on costs, resulting in industries dominated by a few large players.