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Question3 In the Romer model, output increases in the ________ and decreases in the ________. saving rate; depreciation rate growth rate of knowledge; depreciation rate saving rate; growth rate of knowledge growth rate of knowledge; fraction of population in the ideas sector research share; growth rate of knowledge ResetMaximum marks: 1 Flag question undefined
Options
A.saving rate; depreciation rate
B.growth rate of knowledge; depreciation rate
C.saving rate; growth rate of knowledge
D.growth rate of knowledge; fraction of population in the ideas sector
E.research share; growth rate of knowledge
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Step-by-Step Analysis
First, let’s restate the question in our own words to focus on what is being asked: In the Romer model, identify the dimension along which output increases and the dimension along which it decreases.
Option A: saving rate; depreciation rate. Interpreting this, one would be claiming that higher saving raises output, while higher depreciation lowers output. While saving can influence investment and growth in some models, the Romer framework emphasizes knowledge creation and its growth dynamics more directly than the simple saving-depreciation trade-off for determining short-run output trends. This pairing is not the standard depiction......Login to view full explanationLog in for full answers
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Question9 Which of the following is NOT an endogenous variable in the Romer model? output the fraction of the population engaged in research the stock of knowledge the number of workers engaged in research the level of capital ResetMaximum marks: 1 Flag question undefined
Question7 In the Romer model, if Canada and Taiwan have the same proportion of researchers and the same knowledge efficiency parameter but Canada’s population is larger, then Taiwan has a higher per capita output growth rate. Canada has a higher per capita output growth rate. Canada’s level of income is greater than Taiwan’s. Canada has higher per capita income than Taiwan. each country’s per capita output grows at the same rate. ResetMaximum marks: 1 Flag question undefined
Question6 The growth rate of per capita GDP in the Romer model depends on the number of workers engaged in research. However, the country of Luxemburg, which has far fewer researchers than the U.S., grows at a rate faster than the U.S. and has a higher per capita GDP. How can the Romer model explain this difference in growth rates? This difference in growth rates is not consistent with the Romer model. The model fails to predict the facts. Due to the nonrivalry of ideas, the economy of Luxemburg grows because the model is based on ideas created throughout the world, not just within that country. The productivity of researchers or the share of workers engaged in research must be smaller in Luxemburg than in the U.S. Luxemburg is richer so according to the principle of transition dynamics, its economy should grow faster. ResetMaximum marks: 1 Flag question undefined
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