Consider the Solow Model of a closed economy where the aggregated capital, K, the aggregated labour force, L are related by the aggregate production function Y = K3 * L3, If the depreciation rate of capital is 1% per annum, the population growth rate is 2% per annum, the rate of technological progress is 2% per annum, and the annual savings rate is 20%, what is the long-run steady-state level of output per effective worker y? (Notes: the output per effective worker is defined as y = in the Solow Growth Model) [Note: you should give your answer to 3 significant figures.]

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Consider the Solow Model of a closed economy where the aggregated capital, K, the aggregated labour force, L are related
by the aggregate production function Y = K3 * L3, If the depreciation rate of capital is 1% per annum, the population
growth rate is 2% per annum, the rate of technological progress is 2% per annum, and the annual savings rate is 20%, what is
the long-run steady-state level of output per effective worker y? (Notes: the output per effective worker is defined as y =
in the Solow Growth Model)
K
[Note: you should give your answer to 3 significant figures.]
Transcribed Image Text:Consider the Solow Model of a closed economy where the aggregated capital, K, the aggregated labour force, L are related by the aggregate production function Y = K3 * L3, If the depreciation rate of capital is 1% per annum, the population growth rate is 2% per annum, the rate of technological progress is 2% per annum, and the annual savings rate is 20%, what is the long-run steady-state level of output per effective worker y? (Notes: the output per effective worker is defined as y = in the Solow Growth Model) K [Note: you should give your answer to 3 significant figures.]
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