In understanding the Solow model,the steady state is the most important thing.At the steady state investment is equal to depreciation.This implies that all investment in the economy is utilised for the repairment and replacement of the existing capital stock in the economy.As a result of this, no new capital is created and thus the capital stock remains the same and does not grow.
The economy will settle in a steady state because of the fact that the investment curve represents diminishing returns.Production and investment will rise when there is increase in capital.But the rate at which production and investment rise is smaller compared to the larger rate of rise in capital stock . In the Solow model, diminishing return of capital does not lead to sustained economic growth. With the accumulation of more capital in the economy, depreciation increases but investment and output increases less because of the diminishing marginal product of capital. Thus the new investment only helps in offsetting depreciation and so the capital stock does not grow.Output stops increasing and the economy converge to a steady state.
5. The Solow growth model suggests all countries are converging to a steady state. Describe this...
Use the graph of the Solow growth model to explain what will happen to steady state y* and k* when a country experiences a natural disaster and sees population decline. Also use the function of k* to interpret the change when depreciation rate decreased.
1. Exercise 1. Predicting steady states and growth rates from Solow Model In this exercise, assume a, -1/3. Answer the following questions using the Solow model without population growth a) First, assuming no differences in TFP. Assume that countries are in steady state. Following the Solow model, use the data in the table to predict the ratio of per capita GDP in each country relative to that in the US. Data Data Data Countries Saving rate Model (assume A =...
1. Exercise 1. Predicting steady states and growth rates from Solow Model In this exercise, assume a = 1/3. Answer the following questions using the Solow model without population growth. a) First, assuming no differences in TFP. Assume that countries are in steady state. Following the Solow model, use the data in the table to predict the ratio of per capita GDP in each country relative to that in the US. Data Data Data Model (assume A = Aus) predicted...
Question 18 The Solow growth theory of the 1950s assun technological advance was exogenous wealthy countries would continue to experience sustained economic growth there was unlimited technological advance. only wealthy countries would converge to the steady state. the steady state did not exist.
Solow Growth Model Which of the following best describe Steady State? A. output growth accelerates B. investment is balanced by depreciation C. investment exceeds depreciation D. the capital labor ratio increases ° Classical versus Endogenous Growth Models One significant disctinction between the classical and endogenous models is O A. only endogenous models explain perfect competition B. both models use constant returns to scale O O C. classical models utilize constant returns to scale, endogenous models employ increasing returns to scale...
Describe 1. Should poor countries grow faster than rich in a Solow model? Explain 2. Explain how changes in i. population growth rate, ii. saving rate, iii. technology growth rate change the stationary state in a Solow growth model.
a). Empirical evidence suggests that poor countries do not have higher rates of return on capital. Explain why this evidence is at odds with the Solow growth model. b).Using an appropriate diagram, explain the effect of an increase in the population growth rate on the steady-state income per person. Show and explain how the saving rate must change in order for a rise in the population growth rate to leave the steady-state unchanged. Explain your answer intuitively.
1. Consider the simple version of the Solow Growth Model discussed in class summarized by these four equations: Consumers save a fraction s of output: 1 = sy Capital grows as follows: K' = 1 + (1 - 8)K Firms use capital to make output: Y = AK 0.3 There is no government or trade: Y = C+/ where Y is GDP, / is investment, C is consumption, s is the savings rate, K is the capital stock this year,...
According to the Solow model, the variable that determines the steady state growth rate of output per worker (Y/N) is A) the savings rate B) the population growth rate the growth rate of effectiveness of labor D) the level of government expenditure
Consider the Solow growth model with depreciation rate and population growth rate n. The equation of motion for the capital stock and the per worker production function in this economy are given by: Ak= s(f(k) - (8 + n) k y= f(k) = k1/4 a). Suppose adoption of modern birth control methods in a developing country causes the population growth rate to decrease. What happens in the main Solow diagram: what curve(s) shin, what happens to the steady- state level...