Exam 6: Long-Run Economic Growth

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In the Solow model,if f(k)= 2k0.5,s = 0.25,n = 0.1,and d = 0.4,what is the value of k at equilibrium?

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The Golden Rule capital-labor ratio is the level of the capital-labor ratio that,in the steady state,

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The Solow model demonstrates that

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Briefly explain the shape of the per-worker production curve in the Solow model.If investment per worker initially exceeds saving per worker,how is the steady-state capital-labor ratio achieved?

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In the textbook model of endogenous growth,long-run output growth would increase if there were either a ________ in the saving rate or a ________ in the depreciation rate.

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What happens in the steady state to the capital-labor ratio,output per worker,and consumption per worker when each of the following events occur? You should assume that the steady-state capital-labor ratio is below the Golden Rule level. (a)Productivity falls. (b)Population growth falls. (c)The saving rate falls. (d)The depreciation rate falls.

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In the Solow model,the steady-state capital-labor ratio will decline if

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Edward Denison's analysis of the American economy found that

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The equation,ΔY/Y = ΔA/A + aKΔK/K + aNΔN/N,is known as

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In the Solow model,if k = 8,y = 24,and s = 0.25,what is c?

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According to the Solow model,an increase in the capital-labor ratio will

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In the Solow model,if f(k)= 8k0.5,s = 0.2,n = 0.3,and d = 0.1,what is the value of k at equilibrium?

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Use the growth accounting equation to calculate productivity growth,given output growth of 3.5%,capital stock growth of 5%,labor employment growth of 2%,the output elasticity of capital of 0.3,and the output elasticity of labor of 0.7.

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Suppose the current level of output is 5000 and the elasticity of output with respect to capital is 0.4.A 10% increase in capital would increase the current level of output to

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In the textbook model of endogenous growth,the production function is modeled as

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A country has the per-worker production function yt = 6, A country has the per-worker production function y<sub>t </sub>= 6,    where y<sub>t</sub> is output per worker and k<sub>t</sub> is the capital-labor ratio.The depreciation rate is 0.1 and the population growth rate is 0.1.The saving function is S<sub>t</sub> = 0.1Y<sub>t</sub>, where S<sub>t</sub> is total national saving and Y<sub>t</sub> is total output. (a)What is the steady-state value of capital-labor ratio? (b)What is the steady-state value of output per worker? (c)What is the steady-state value of consumption per worker? where yt is output per worker and kt is the capital-labor ratio.The depreciation rate is 0.1 and the population growth rate is 0.1.The saving function is St = 0.1Yt, where St is total national saving and Yt is total output. (a)What is the steady-state value of capital-labor ratio? (b)What is the steady-state value of output per worker? (c)What is the steady-state value of consumption per worker?

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Which of the following would be a useful way to increase the saving rate?

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Between 1870 and 2010,among the United States,Germany,Japan,and Australia,________ grew at the fastest rate and ________ grew at the slowest rate.

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In the Solow model,if f(k)= 6k0.5,s = 0.1,n = 0.1,and d = 0.2,what is the value of c at equilibrium?

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Over the past year,output grew 6%,capital grew 2%,and labor grew 4%.If the elasticities of output with respect to capital and labor are 0.3 and 0.7,respectively,how much did productivity grow?

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