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- Use the Solow model below to answer the question. Y 3 Y ₂ 2 Y₁ K₁ K₂ K3 Y = Af (K, H) dk SY K Suppose that Y₁ is 1,436, Y₂ is 6,076, and Y3 is 11,238. The savings rate for this economy is 11% and the depreciation rate is 5.1%. If this economy is currently at a GDP of 1,436, what is the smallest amount of foreign aid which would move the economy up to a GDP of 11,238? Assume that all foreign aid becomes investment. Round your final answer to two decimal places.or An economy is currently at it's steady state. Their depreciation rate is 6% and their capital stock is 1,830. What will be their level of investment? Do not round until your final answer, when you may round to two decimal places. Country A produces GDP according to the following equation: GDP = 5√K and has a capital stock of 10,351. If the country devotes 11% of its GDP to producing or repairing investment goods, how much is this country currently investing? Rounds your answer to two decimal places.Suppose that the production function for an economy is given by Y = K1/4L3/4. The depreciation rate is 4%, the saving rate is 12%, Show the steady state in a graph. In the same graph, show the effect of a decrease in the depreciation rate, say to 2%
- In year 1, a country has saving rates, s=0.1, productivity a=2 and depreciation rate d=0.1 . In year 2, the same country has s=0.1, a=1, d=0.2 Using the endogenous growth model, find the economy’s growth rate in year 1 and What is the state of the economy in year 1? (Use business cycle words) Using the endogenous growth model, find the economy’s growth rate in year 2.What is the state of the economy in year 2? (Use business cycle words) If in year 1, delta c/c=0.2, delta u /u =-0.1 and in year 2, deltac/c=-0.1, delta u/u =0.15 , describe the variables and using business cycle words Please answer the business cycle explanation part!Country A produces GDP according to the following equation: GDP = 5√K. The country has a depreciation rate of 5%. What does this country's savings rate need to be in order to sustain a steady-state GDP of $118? Put your answer into percentage form (e.g. 30.57% not 0.3057) and then round to two decimal places. You do not need to include the % sign.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.
- Calculate the steady state level of investment in an economy with a savings rate of 15%, population growth of -1%, depreciation of 10%, and a= 2/3Country A and country B both have the production function Y= F(K,L)= K 1/2 L 1/2 Assume that neither country experiences population growth nor technological progress and that 5% of capital depreciates each year. Assume further that country A saves 10% of output each year and country B saves 20% of output each year. Using your answer from part (a) and the steady-state condition that investment equals depreciation, find the steady-state level of capital per worker for each country. Then find the steady-state levels of income per worker and consumption per worker. (b) Suppose that both countries start off with a capital per stock per worker of 2. What are the levels of income per worker and consumption per worker? Remembering that the change in the capital stock is investment less depreciation, use a calculator to show how the capital stock per worker will evolve over time in both countries. For each year, calculate income per worker and…5√K. The country has a Country A produces GDP according to the following equation: GDP savings rate of 17.3% and 9.5% of capital depreciates every year. What is this country's steady state amount of GDP? Round your final answer to two decimal places. P
- Consider an Economy in steady state, with a Cobb Douglas Production function. They have a savings rate of 45% and a capital share of 2/7. Technological progress is 1%, population growth is 3%, and Depreciation is 5%. 1. Derive the Production function per effective worker and solve for steady state capital, output, and consumption per effective worker. 2. What is MPK in the steady state? Is this country saving too much or too little? How do you know? 3. What should you lower or raise the saving rate to, in order to reach the golden rule steady stateCountry A produces GDP according to the following equation: GDP = 5√K or can be read as (5 square root of K), and has a capital stock of 10,000. If the country devotes 25% of its GDP to making investment goods, how much is this country investing? Additionally, if 1% of all capital goods depreciate every year, is the country’s GDP increasing, decreasing or remaining constant?Country A produces GDP according to the following equation: GDP = 5√K and has a capital stock of 12,254. If the country devotes 15% of its GDP to producing or repairing investment goods, how much is this country currently investing? Rounds your answer to two decimal places.