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A factory employs 20 units of capital and 150 units of labour. When these numbers increase to 40 and 300 respectively, the production increases from 3000 units to 4500 units. The returns to scale are:
constant
decreasing
increasing
infinite
- Constant Returns to Scale: Output increases by the same proportion as inputs. If inputs double, output also doubles.
- Decreasing Returns to Scale: Output increases by a smaller proportion than the increase in inputs. If inputs double, output less than doubles.
- Increasing Returns to Scale: Output increases by a larger proportion than the increase in inputs. If inputs double, output more than doubles.
- Infinite Returns to Scale: Typically theoretical and not possible in real-world scenarios.
To determine the returns to scale:
- Initial input combination: 20 capital, 150 labor = 3000 units
- New input combination: 40 capital, 300 labor = 4500 units
The inputs were doubled (both capital and labor), but output increased from 3000 to 4500 – a 1.5 times increase, not double.
Correct Answer: Option 2 - Decreasing Returns to Scale.
By: Rohit Middha ProfileResourcesReport error
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