Consider a migration of rural population to urban area

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Question: Consider the production function with a fixed input factor like land, X, as Y = BXβL1-β, where L is labor as usual. Take β = 0.5 (recall that this is the share of land in agriculture output).

a. Consider a migration of rural population to urban area. If half of the population is gone, what would happen to output per capita, y, in the rural area? b. How large the percentage of population outflow need to be to make y in the rural area to be doubled?

 

 

Reference no: EM133428833

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