Question 6: Discuss the following statements: a. 'Stabilisation policy can be used to help the economy converge faster to its natural level of output after a positive or a negative shock.' b. There are no policy options to deal with a recession in a liquidity trap.' Consider the following economy. The production function is F(K, L) = K0.4L0.6. The saving rate and the depreciation rate are respectively: s= 0.20 and 8 = 0.1. Population growth is 2%, i.e. n = 0.02. c. Derive the capital accumulation equation for this economy. d. Find the steady state value of the capital stock per capita. e. Are the capital stock and output growing in the long-run? If so, at which rate? f. Suppose that the production function is instead: F(K) = K. Find out if there is economic growth in the economy.
Question 6: Discuss the following statements: a. 'Stabilisation policy can be used to help the economy converge faster to its natural level of output after a positive or a negative shock.' b. There are no policy options to deal with a recession in a liquidity trap.' Consider the following economy. The production function is F(K, L) = K0.4L0.6. The saving rate and the depreciation rate are respectively: s= 0.20 and 8 = 0.1. Population growth is 2%, i.e. n = 0.02. c. Derive the capital accumulation equation for this economy. d. Find the steady state value of the capital stock per capita. e. Are the capital stock and output growing in the long-run? If so, at which rate? f. Suppose that the production function is instead: F(K) = K. Find out if there is economic growth in the economy.
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Transcribed Image Text:Question 6:
Discuss the following statements:
a. 'Stabilisation policy can be used to help the economy converge faster to its natural level of output
after a positive or a negative shock.'
b. There are no policy options to deal with a recession in a liquidity trap.'
C.
Consider the following economy. The production function is F(K, L) = K0.4 10.6. The saving rate and
the depreciation rate are respectively: s= 0.20 and 8 = 0.1. Population growth is 2%, i.e. n = 0.02.
Derive the capital accumulation equation for this economy.
d. Find the steady state value of the capital stock per capita.
e. Are the capital stock and output growing in the long-run? If so, at which rate?
f. Suppose that the production function is instead: F(K) = K. Find out if there is economic growth in
the economy.
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