In the Solow model with population growth and technological progress, an economy's output per worker grows at 3 percent and the total output grows at 5 percent. Therefore, we can conclude that the technology is growing by and the population is growing by O a. 2 percent; 2 percent O b. 3 percent; 2 percent O c. 2 percent; 3 percent O d. 3 percent; 3 percent
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- What do the growth accounting studies conclude are the determinants of growth? Which is more important, the determinants or how they am combined?In the Solow growth model, which of the following is/are the effect/s of an increase in the rate of technological progress? (i) higher capital-output ratio (ii) faster growth in output per worker (iii) faster growth in output O a. (i), (ii), and (iii) O b. Only (i) and (ii) O c. Only (1) and (iii) O d. Only (ii) and (iii)In the steady state of Solow's exogenous growth model, an increase in the savings rate .... O A. increases output per worker, reduces consumption per worker and decreases capital per worker. B. increases output per worker and increases capital per worker. C. decreases output per worker and decreases capital per worker. D. increases output per worker and decreases capital per worker. O E. decreases output per worker and increases capital per worker.
- Suppose that population growth increases. The Solow growth model with population growth and depreciation (but without technological progress) predicts that this will tend to deteriorate people's welfare because of: (i) lower total output (ii) lower output per worker (iii) lower consumption per worker O a. (i), (ii), and (iii) O b. Only (i) and (iii) O c. Only (ii) and (iii) O d. Only (i) and (ii)An affluent country's income per capita is consistently growing at a pace higher than that of less developed countries. According to the Solow growth model, which of the following can likely explain this? (i) The affluent country is relatively closer to its steady state level. (ii) The affluent country has more rapid technological growth. (iii) The affluent country has a lower saving rate. 4 O a. Only (ii) O b. Only (iii) O c. Only (1) O d. (i), (ii), and (iii)In the Solow economic model, id like to know the relationship between the rate of population growth and the steady state level of income. I know that when the rate of population growth grow, then the breakeven investment line goes up, which decreses investment and capital per worker, but what does it do to the income level and the steady state rate of growth?
- In the Solow growth model without population growth and technological progress, how can the steady state of an economy be described? (i) Total capital stock and total output are growing steadily over time. (ii) The change in capital stock per worker is zero. (iii) The level of investment per capita is equal to the depreciation of capital per person. O a. (i), (ii), and (iii) O b. Only (ii) and (iii) O c. Only (i) and (ii) O d. Only (i) and (iii)Suppose Country A has twice the population growth but half the technological growth of Country B. County B's population growth is equal to its technological growth. Assuming that the two countries are similar in all other variables, then according to the Solow growth model: O a. The growth rate of total output is the same for Country A and Country B. b. The growth rate of total output for Country A is lower than Country B. Cannot tell. Need more information. O c. O d. The growth rate of total output for Country A is higher than Country B.3 pts in the Solow model, the economy reaches a steady-state because as capital per worker increases O savings per worker is constant, while the population growth rate is contare and the depreciation rate of capital decen, ing that the economy w gro endogenously while the population growth rate and the depreciation rate of capital are comitant implying that the economy will converge to a sady O marginal savings per worker diminishes, while the population growth rate and the depreciation rate of capital are constant implying that the economy will gro endogenously Osaving perv state. O marginal savings per worker diminishes, while the population growth rate and the depreciation rate of capital are constant, implying that the economy will converge to a steady-state
- In the Solow growth model, if the economy's actual capital stock per worker is greater than the steady-state capital stock per worker, growth from convergence O A. detracts from the overall growth of the economy until the steady state is attained. O B. complicates the growth process and creates uncertainty regarding the overall growth of the economy. O C. adds to the overall growth of the economy until the steady state is attained. O D. neither adds to nor detracts from the overall growth of the economy.QUESTION 22 whereas in the Solow model In the Romer model, the balanced growth path is equal to OAG-A; the steady-state level of capital is zero OB.0; infinity ; the growth rate declines as economy approaches the steady state O D. the level of the number researchers in an economy; capital is scarce OE. g=lL: there is a steady state G H. K. V. M Control Alt 無要換 AltAccording to the Solow model, an increase to the savings rate will increase income per worker in the steady-state, but will have no effect on long-run growth rate of income per worker. O increase consumption per worker if and only if the new steady-state capital per worker is greater than the golden rule level of capital per worker. O increase the long-run growth rate of income per worker if and only if the new steady-state capital per worker is greater than the golden rule level of capital per worker. O increase income per worker in the steady-state and long-run growth rate of income per worker.