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- In an economy with population growth rate at gn, technology growth rate at gå and depreciation rate at 8. The change in capital per effective worker k is given by the equation: O sf(k)(8 + 9A + 9N)k Of(k) - (8 + 9N)k ○ f(k) - (8 + 9A + 9N)k f(k) + (8 + 9A +9N)k O sf (k) + (8 + 9A + 9N)kPlease write the share of technology intensity of Turkey for 2020 or 2019HIGH TECHNOLOGY PRODUCTS %MEDIUM HIGH TECHNOLOGY PRODUCTS %MEDIUM LOW TECHNOLOGY PRODUCTS %LOW TECHNOLOGY PRODUCTS %No written by hand solution If Gross Revenue for 2018 is $62,400 and growth is 3.6% what is Gross Revenue for 2019?
- Please no written by hand Yt = 3Kt saving rate= 0.24 depreciation ratre=0.03 but savings rate, depreciation rate, and population remain the same.(d) What is the per-worker production function, yt = f(kt)? Define yt = YtLt.(e) Find the equation for the evolution of capital per worker in terms of ktand kt+1In a Malthusian model the production function is described in the following form: Y-6LN00 where Lis the quantity of land and N is the quantity it labour employed. Population growth depends on per capita consumption as N/N-04(C/Nya.1, Calculate the steady state value of consumption.Question9Consider an aggregate production function of the form Y= K⅓(AL)⅔Assume that the labor force is a constant fraction of the population. capital per worker grows at 3% population grows at 1% and labor productivity grows at 6% then GDP per capita grows at_____%
- The production function for an economy is Y; = 1.5 Kª L(1«), where Y; is total output, K; is total capital, and L; is total labor. Total savings for the economy is given by S; = 0.2 Y. The rate of population growth, n, is 5% and the rate of depreciation, 8, is 10%. Write down the per capita production function. (a) (b) Write down the fundamental equation of Solow-Swan. (c) Imagine that a=0.7. In the long run, what is the growth rate of per capita output, y?? In the long run, what is the growth rate of total output, Y;? (d) In the long run, is there a constant level of capital per person, output per person and consumption per person? If so what are they? If not, why not? (e) Imagine that the depreciation rate increases from 10% to 12%. If the economy is initially in steady state, what are the effects on the levels and growth rates of k, y, and c? () Imagine that a=1. In the long run, what is the growth rate of per capita output, y.? In the long run, what is the growth rate of total…Assume the per-worker production function is y = 2k05 The saving and depreciation rates are 0.2 and 0.04 respectively. Calculate the value for output per worker (y) at the steady state, assuming no population growth. Answer:The larussi Legal Aide office assisted 110 people in June, 2020, with a staff labor cost of $3,880. In June, 2021 the office provided assistance to 142 people with a labor cost of $4,450. What was their productivity growth over this one-year period? Do not round intermediate calculations. Round your answer to two decimal placea. Use a minus sign to enter a negative value, if any. %
- George Kyparisis makes bowling bals in his Miami plant. With recent increases in his costs, he has a newfound interest in efficiency. George is interested in determining the productivity of his organization. He would like to know if his organization is maintaining the manufacturing average of a 3% increase in productivity. He has the following data representing a month from last year and an equivalent month this year: Last Year Cost Per Input Unit Now Units Produced Labor (hours) Resin (pounds) Capital Invested ($) Energy (BTU) 1,000 1,000 280 255 $10 per hour $6 per pound 1% per month $0.50 per BTU 48 43 9,000 10,000 3,000 2,850 The percent change in productivity for one month last year versus one month this year on a multifactor basis with dollars as the common denominator =% (enter your response as a percentage rounded to two decimal places).How does the National Bureau of Economic Research (NBER), set the recession, peak and trough dates in the U.S. and what data is used as input?4. If the production function is given by Y=K2L'3 and the saving rate saving rate (s) equals the depreciation rate (8). Find the numerical values of the steady state capital and output?