Question 2 Suppose that an economy has the following average annual growth rates of its real GDP Y, capital stock K, and population N over a decade. Variable GDP (Y) | Capital stock (K I Do

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Author:Steven A. Greenlaw; David Shapiro
Publisher:Steven A. Greenlaw; David Shapiro
Chapter20: Economic Growth
Section: Chapter Questions
Problem 20RQ: For a high-income economy like the United States, what aggregate production function elements are...
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Question 2
Suppose that an economy has the following average annual growth rates of its real GDP Y, capital
stock K, and population N over a decade.
Variable
GDP (Y) | Capital stock (K) | Population (N)
Growth rate
4%
4%
1%
Assuming the ēconomy's production function is Y AN² where is total factor produc-
tivity (TFP), perform a growth accounting exercise to break down the 4% growth of GDP into parts
attributable to growth in the capital stock, population, and TFP.
Explain why this example is consistent with the balanced growth path of the Solow model with a
constant rate of labour-augmenting technological progress, that is, where A grows at a constant rate
in the production function Y
technological progress in subsequent decades, does subtracting the contribution of TFP growth in
the growth-accounting exercise from the earlier 4% growth rate give the model's prediction for what
will happen to the GDP growth rate in the long run? Briefly explain
K ANY Supposing there were no further labour-augmenting
Transcribed Image Text:Question 2 Suppose that an economy has the following average annual growth rates of its real GDP Y, capital stock K, and population N over a decade. Variable GDP (Y) | Capital stock (K) | Population (N) Growth rate 4% 4% 1% Assuming the ēconomy's production function is Y AN² where is total factor produc- tivity (TFP), perform a growth accounting exercise to break down the 4% growth of GDP into parts attributable to growth in the capital stock, population, and TFP. Explain why this example is consistent with the balanced growth path of the Solow model with a constant rate of labour-augmenting technological progress, that is, where A grows at a constant rate in the production function Y technological progress in subsequent decades, does subtracting the contribution of TFP growth in the growth-accounting exercise from the earlier 4% growth rate give the model's prediction for what will happen to the GDP growth rate in the long run? Briefly explain K ANY Supposing there were no further labour-augmenting
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