B. Suppose that the country wants to increase its steady-state value of output per worker. What s...
3) Consider a closed economy in which the population grows at the rate of 1% per year. The per-worker production function is y = 6k 12, where y is output per worker and k is capital per worker. The depreciation rate of capital is 14% per year. a. Households consume 90% of income and save the remaining 10% of income. There is no government. What are the steady-state values of capital per worker, output per worker, consumption per worker, and...
If y = k^1/2, the country saves 20 percent of its output each year, and the steady state level of capital per worker is 25, then the steady state levels of investment per worker and consumption per worker are?
Use the following table to find the steady-state values of the capital-labor ratio and output if the per-worker production function is yų = 2593. 0.22 0.07 s 8 n A Saving rate Depreciation rate Population growth rate Technology 0.05 k* = Steady-state capital-labor ratio = (Round your response to two decimal places.) y* = Steady-state output = . (Round your response to two decimal places.)
Suppose that an economy has the per-worker production function given as: y = 345 where y is output per worker and kis capital per worker. In addition, national savings is given as: S, = 0.3Y where S is national savings and Y is total output Use the production and savings functions on your left and the depreciation and population growth rates below to answer the following questions. (Round all numerical responses to one decimal place.) Depreciation rate (d) = 0.1...
pls solve parts f,g,h Suppose Country X's initial capital per effective worker (K/AN) ratio is 16, while Country Z's initial capital per effective worker (KAN) ountries have the same production function: F(K, A,N) = 10K, 5(AN)05 (a) Derive the output per effective worker. The evolution of the capital stock is given by K +1 = (1 - 6)K, + I, where is the depreciation rate. (b) Derive and show that in the long-run growth model, the steady state capital per...
In the Solow model, suppose the per worker production function is y = 60. Suppose s + 0.11, n = 0.06, and d = 0.08. Calculate the steady-state equilibrium capital-labor ratio. k = 22.22. (Round to two decimal places.) Calculate the steady-state level of output per worker. y= (Round to two decimal places.)
Country A starts with real GDP per capita equal to $40,000 and Country B starts with real GDP per capita equal to $2,000. Today the RGDP per capita in A is ___ times the value in B. Country A is growing at a rate of 3.5% per year and Country B is growing at a rate of 7% per year. Assume these growth rates do not change. Country A will double its RGDP per capita in _____ years and country...
Country A starts with real GDP per capita equal to $ 40,000 and Country B starts with real GDP per capita equal to $ 2,000 .Today the RGDP per capita in A is _______ times the value in B.Country A is growing at a rate of 3.5 % per year and Country B is growing at a rate of 7 % per year. Assume these growth rates do not change.Country A will double its RGDP per capita in _______ years...
When St=0.4Yt,k? y? c? Suppose that an economy has the per-worker production function given as: y = 3405 where y is output per worker and k is capital per worker. In addition, national savings is given as: S = 0.37 where S is national savings and Y is total output Use the production and savings functions on your left and the depreciation and population growth rates below to answer the following questions. (Round all numerical responses to one decimal place)...
pls solve parts d, e, f Suppose Country X's production function is given by F(K, AN) = 206,05(A, N.)05 where K, is the capital and A, N, is the effective worker. The evolution of the capital stock is given by K+1 = 0.74K, +1, where the depreciation rate is 26%. Additionally, the saving rate is 36%, the population growth rate is 4% and the technological growth rate is 10%. (a) Derive and show that in the Solow growth model, the...