Macroeconomics (6th Edition)
Macroeconomics (6th Edition)
6th Edition
ISBN: 9780134106229
Author: R. Glenn Hubbard, Anthony Patrick O'Brien
Publisher: PEARSON
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Chapter 8, Problem 8.2.10PA
To determine

The well-being of workers in OECD countries

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Three Irish sisters are thinking about emigrating in 1870. The options are going to the United States or Argentina, or staying in Ireland. They cannot agree where to go and split up. One stays in Ireland, one emigrates to the United States and one to Argentina. The following table provides information on real GDP per capita in 1870, 1913, and 1929 in Ireland, the United States and Argentina expressed in U.S. dollars of 1990, which we will use to analyze how each did.   Real GDP per capita   1870 1913 1929 Ireland 1,775 2,736 2,824 United States 2,445 5,301 6,899 Argentina 1,311 3,797 4,367 (d) Suppose by 1913 each of the sisters has a daughter who is thinking about emigrating. The daughters forecast income in 1929 using the average growth rate observed between 1870 and 1913. Find the forecasted 1929 real GDP per capita level for each country.
The following table shows hypothetical values for the real GDP and population for the United States, Japan, Brazil, and Germany in 2016. Complete the table by calculating the real GDP per capita for each country. Instructions: Enter your answers as a whole number. Real GDP and Population, 2016: Select Countries Country United States Japan Brazil Germany Real GDP (millions of Population (millions of dollars) $14,059,255 4,199,260 1,709,488 2,958,902 people) 287 117 186 77 Real GDP per Capita (dollars) $
Units Current Reales (million) Million 2000= 100 Reales Reales, 2000 2000 Nominal GDP Population GDP deflator Nominal GDPpc Real GDPpc Source: World Bank, World Development Indicators (online) 1,199,092 174.5 100.0 6,840 6,840 2017 How long would it take for real GDPpc to double? 6,559,940 209.3 369.4 28,299 7,661 What does this 0.9% growth in real GDPpc mean in terms long-term standard of living in Brazil? Average annual growth (%) 14.0 1.4 10.6 11.5 0.9 I
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