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Solow Diagram Solow Diagram    -On the Solow Diagram, an increase in productivity is shown by A)  an upward shift of the depreciation plus capital dilution line B)  an upward shift of the investment function C)  a downward shift of the depreciation plus capital dilution line D)  a downward shift of the investment function -On the Solow Diagram, an increase in productivity is shown by


A) an upward shift of the depreciation plus capital dilution line
B) an upward shift of the investment function
C) a downward shift of the depreciation plus capital dilution line
D) a downward shift of the investment function

E) A) and C)
F) B) and D)

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If depreciation is equal to investment ________.


A) capital per-worker rises over time.
B) capital per-worker is stable.
C) captial per-worker falls over time.
D) capital per worker equals saving

E) A) and C)
F) None of the above

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The Solow model suggests that economies with the same aggregate production function, ratio of workers to the total population and saving rates will ________.


A) trade with one another.
B) start with different initial levels of per capita income.
C) possess the same rate of depreciation.
D) experience convergence.

E) None of the above
F) A) and C)

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If an economy initially starts away from the steady state ________.


A) output will gradually fall over time.
B) the economy will converge to the steady state in the long-run.
C) consumption spending must be greater than investment spending.
D) consumption spending must rise.

E) B) and D)
F) C) and D)

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In the Solow model, the faster growth of output that results from an increase in the saving rate is temporary, because ________.


A) of diminishing marginal product of capital
B) with a larger stock of capital, consumption is encouraged more than investment
C) the rising capital stock depreciates at a faster rate
D) the economy settles into a steady state in which saving no longer rises

E) All of the above
F) None of the above

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Across national economies which of the following is the most important source of variation in growth rates?


A) labor growth.
B) capital growth.
C) productivity growth.
D) government regulation.

E) A) and D)
F) None of the above

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In the bathtub analogy, which of the following is a stock variable?


A) the amount of investment.
B) the rate of depreciation.
C) the amount of capital-per worker.
D) the Cobb-Douglass value.

E) All of the above
F) A) and B)

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Population growth is similar to depreciation, in that ________.


A) each lowers the capital-labor ratio
B) each tends to encourage saving
C) capital wears out faster when used by more workers
D) each helps to explain how economies can sustain a positive growth rate of output

E) None of the above
F) C) and D)

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A

Comparing steady states, which of the following is a result of a permanent increase in the saving rate, but is not a consequence of a one-time increase in productivity?


A) an increase in consumption per worker
B) a decrease in the marginal product of capital
C) an increase in output per worker
D) an increase in the growth rate of output

E) All of the above
F) B) and D)

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The Solow model is ________.


A) the basic model of how technology changes over time
B) the foundation for the classical economic thought of Adam Smith.
C) one of the dominant explanations of the business cycle.
D) based on the notion of diminishing marginal product of capital and labor

E) All of the above
F) A) and D)

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Output per worker yt = 4kt1/3, the saving rate is 30 percent, and the depreciation rate is 0.133. Calculate the steady-state values of capital per worker and consumption per worker.

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The steady-state capital-labor ratio k* = 11eab3ba_7089_cf7a_a5fb_db118af8575f_TB5034_11 = 27. Consumption per worker is (1 - s) ∗ 4∗271/3 = 8.4.

Output growth in the United States in the period 1996 to 2008 averaged three percent per year. Though this was an improvement on the 2.9% average annual growth of output over the preceding 20 years, an increase of one-tenth of a percentage point seems hardly to justify the popularity of the label "new economy." Comment.

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Output growth is the result of growth of...

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The growth rate of which of the following is not a component of the growth accounting equation?


A) the capital stock.
B) labor.
C) depreciation.
D) available technology.

E) All of the above
F) B) and D)

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In a steady-state economy with no population growth, output per worker is 35, the saving rate is 20 percent, and the depreciation rate is 11 percent. The level of capital per worker is ________.


A) 64
B) 19
C) 39
D) 28

E) C) and D)
F) A) and B)

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In the Solow model, which of the following is an exogenous variable?


A) productivity
B) the capital-labor ratio
C) consumption per worker
D) investment per worker

E) None of the above
F) C) and D)

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If productivity growth equals 3.0 percent, the contribution from capital growth 1.2 percent and the contribution from labor growth 2.0 percent, then output growth must equal ________.


A) 2.2 percent.
B) 4.2 percent.
C) 6.2 percent.
D) 7.2 percent.

E) B) and D)
F) All of the above

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Solow Diagram Solow Diagram    -On the diagram above, show the new steady-state capital-labor ratio that results from a decrease in the saving rate. Can you say what has happened to the equilibrium level of consumption per worker? -On the diagram above, show the new steady-state capital-labor ratio that results from a decrease in the saving rate. Can you say what has happened to the equilibrium level of consumption per worker?

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As saving/investment falls, the equilibr...

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An increase in the saving rate results in a higher steady state ________.


A) growth rate of capital
B) growth rate of output per worker
C) level of consumption per worker
D) level of capital per worker

E) None of the above
F) C) and D)

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If investment per-worker equals some value X, and depreciation per-worker equals some value Z, then the change in the capital stock per-worker is equal to ________.


A) X+Z.
B) X-Z.
C) X times Z.
D) X divided by Z.

E) All of the above
F) B) and C)

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B

The Solow model implies that continuous growth in productivity at a rate of one percent will result in continuous growth of output per worker at a rate of 1.43%. Thus, if at a point in time output per worker is 270 and productivity rises by one percent, the resulting level of output per worker is


A) 386
B) 273
C) 274
D) 277

E) C) and D)
F) B) and C)

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