Math Problem Statement
An example of increasing returns to scale is when a 25% increase in all inputs: Group of answer choices
increases output by less than 25%.
increases input prices by more than 25%.
increases output by 50%.
decreases output by more than 50%.
increases output by 25%. which answer is correct
Solution
The correct answer is:
increases output by 50%.
Explanation:
Increasing returns to scale occurs when a proportional increase in all inputs leads to a greater proportional increase in output. If you increase all inputs by 25%, and the production function exhibits increasing returns to scale, then the output will increase by more than 25%. In this case, it increases by 50%, which is a greater increase than the input increase.
Would you like more details or examples on this topic?
Here are some related questions to explore further:
- What is the difference between increasing, constant, and decreasing returns to scale?
- How do economies of scale relate to increasing returns to scale?
- How do input prices affect returns to scale?
- What are some real-world examples of industries experiencing increasing returns to scale?
- How does technology impact returns to scale?
Tip: Returns to scale are related to the long-run production function, where all inputs can be varied, unlike in the short run, where some inputs remain fixed.
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Math Problem Analysis
Mathematical Concepts
Economics
Returns to Scale
Production Functions
Formulas
-
Theorems
Returns to Scale Theorem
Suitable Grade Level
College/University
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