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Returns to Scale
Measuring relationship between scale (size) of a firm and output
1. Increasing returns to scale: output more than doubles when all the inputs are doubled
- Larger output associated with the lower cost (or autos)
- One firm is more efficient than many (or utilities)
- The isoquants get closer together
2. Constant returns to scale: output doubles when all the inputs are doubled.
• Isoquants become farther apart
This is a very common methods of forecasting demand. Under this methods a relationship is established between quantity demanded( dependent variable) and independent variables such
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-1- ASSIGNMENT #1 The demand function for Product X is given by: Qdx = 80- 2Px- 0.05P²x -0.2Py + 4Pz + 0.01I+ 2A Where: Px Price of good X $120.00 Py Price of related good y $100.0
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#question.case study of bain limt price theory
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