增长经济学代写 ECON0028代写

ECON0028: The Economics of Growth Term 2 (Spring 2022)

ASSIGNMENT 1

Due on January 30 (Sun), noon

增长经济学代写 Before starting the analysis, convert the real GDP per capita variable to a natural log of real GDP per capita (= LN(real GDP per capita)).

1 Empirical Exercise  增长经济学代写

Go to the World Bank’s World Development Indicators databank.1 For all the countries available and for the year 2018, download the following indicators in an excel format:

• GDP per capita, PPP (constant 2017 international$)
• Employment in agriculture (% of total employment) (modeled ILO es- timate)
• Labor force participation rate, female (% of female population ages15-64) (modeled ILO estimate)  增长经济学代写

• Labor force participation rate, male (% of male population ages 15-64) (modeled ILOestimate)

Now you have four variables by country in Microsoft Excel. Before starting the analysis, convert the real GDP per capita variable to a natural log of real GDP per capita (= LN(real GDP per capita)). Using Microsoft Excel (or STATA), create three scatter plots showing the relationship between Log of real GDP per capita (on x-axis) and each of the other three variables (on y-axis). You may include fitted lines (linear or quadratic). 增长经济学代写

1. What is the relationship between employment share in agriculture and income percapita?
2. What is the relationship between male labor force participation rate and income percapita?

1http://databank.worldbank.org/data/views/variableSelection/selectvariables.aspx?source=world-development-indicators

3. What is the relationship between female labor force participation rate and income per capita? Why is the pattern for female so different from that for male?

2 Analytical Exercise   增长经济学代写

1. Suppose that in a particular country, GDP per capita was $1,000 in 1900 and$4,000 in  Using the rule of 72 (not a calculator), approximate the annual growth rate of GDP per capita.
2. A country is described by the Solow model, with a production function of y = k1/ 2. Suppose that k is equal to 400. The fraction of output invested is 50%. The depreciation rate is 5%. Is the country at its steady-state level of output per worker, above the steady-state, or below the steady state? Show how you reached your
3. In Country 1 the rate of investment is 5%, and in Country 2 it is 20%. The two countries have the same levels of productivity, A, and the same rateof depreciation, d. Assuming that the value of a is 1/3, what is the ratio of steady-state output per worker in Country 1 to steady-state output per worker in Country 2? What would the ratio be if the value of a were 2/3?

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