Q: f(k) (п + d) s'y sy k" Capital per head
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A: Answer - "Thank you for submitting the questions.But, we are authorized to solve one question at a…
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Q: QUESTION 7 Suppose that an economy is characterized by the following production function: Y= 3/K/N…
A: 7.
what is the steady state of equilibrium for capital labor (K) if the national savings rate is 0.14 and the
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- Solve for the steady state of K with: An Investment (I) function with a rate of growth of 0.4 times the square root of K and a depreciation (D) function of 0.03 * K. Now graph what this looks like. Hint: you need to set the production function equal to the depreciation function and solve for k.Consider an economy’s production function is Y=K^1/3 N^2/3 and that both the saving rate and the depreciation rate are equal to 0.15. A. What is the steady-state level of capital per worker? B. What is the steady-state level of output per worker? Now suppose that the economy has reached its steady-state in period t, and then, in period t+1, the saving rate doubles to 0.30. The depreciation rate remains constant at 0.15. C. Solve for the new steady-state levels of capital per worker and output per worker. D. Calculate the path of capital per worker and output per worker over the first three periods after the change in the saving rate.Fred’s Frisbees is trying to determine how many Frisbee pressing machines to buy for its new factory. The real price of a new pressing machine is 7600 Frisbees. The depreciation rate on these Frisbee presses is equal to 12% per year. The real interest rate is 10%. The expected future marginal product of these fabricating machines is given by the expression 5000 – 4K, measured in Frisbees. (a) What is the user cost of capital? (b) What is the profit-maximizing number of Frisbee presses for Fred’s to purchase for its new factory? (c) Before purchasing the machines Fred’s finds that it will be subject to a new tax of 60 percent on all its revenue. Now what is the profit maximizing number of machines for Fred’s to purchase?
- Suppose, z is given as 2, s is 0.14, depreciation rate is 0.06, and growth rate of labour is 0.08. Calculate the steady-state capital per worker for this economySuppose that production in an economy is represented by the production function Y = K1/4. If the investment rate is equal to 0.25 and the depreciation rate is equal to 0.10, calculate the steady-state levels of capital and output.Consider the Production Function: Y=√K√N a) Derive the steady-state levels of output per worker and capital per worker in terms of the saving rate (s) and the depreciation rate.b) Derive the equation for steady-state output per worker and steady-state consumption per worker in terms of the saving rate (s) and the depreciation rate.c) Suppose depreciation is 5% and savings rate is 10%. Calculate the steady-state output per worker.d) Now suppose the savings rate increases to 20%. What is the new steady-state output per worker?
- 120.) Which of the following is not economic investment? The purchase of a drill press by the Ajax Manufacturing Company. Construction of a small heating and air conditioning repair facility. The purchase of 100 shares of AT&T by a retired business executive. The building of a new assembly line for Ford Motor Company.If long-term property rights of an oil well cannot be guaranteed, how will the extraction rate from the well differ from the efficient extraction rate?Consider the Production Function: Y=0.5√K√N a) Derive the steady-state levels of output per worker and capital per worker in terms of the saving rate (s) and the depreciation rate.b) Derive the equation for steady-state output per worker and steady-state consumption per worker in terms of the saving rate (s) and the depreciation rate.c) Suppose depreciation is 5% and savings rate is 10%. Calculate the steady-state output per worker.d) Now suppose the savings rate increases to 20%. What is the new steady-state output per worker?
- Assume that the production function for a country is given by Y=√K and annual investment is given by the function I=γ×YI where γ=0.280, and that the yearly depreciation rate is 4.67%. Suppose that this year, the output in the country is 1, and a neighbor country's output is 50% higher. Calculate the time it would take for the country's output to catch up with its neighbor's output. Assume the neighbor country's economy is neither growing nor shrinking.c. You are given the following information about an economy. Y = C + I Y = F(K, L) The aggregate production function for this economy exhibits constant returns to scale and the marginal products of labor and capital are both subject to diminishing returns. s = saving rate (assume this is constant) per year δ= depreciation rate (assume this is a constant) per year y = Y/L k = K/L k* = steady state of capital per worker (K/L) and sf(k) < δk. i. What is sf(k) ii. What is δk? iii. Interpret the meaning of sf(k) < δk?If in a given situation, Px = 150, Pm = 180 Zx = 160 , and , then which of the following will be the value of Single Factorial Terms of Trade (Ts) ?