EBK MACROECONOMICS (FOURTH EDITION)
EBK MACROECONOMICS (FOURTH EDITION)
4th Edition
ISBN: 9780393616125
Author: Jones
Publisher: YUZU
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Chapter 5, Problem 10E

(a)

To determine

Identify whether the growth rate of per capita GDP when the investment rate doubles.

(b)

To determine

Identify whether the growth rate of per capita GDP when the productivity level increases by 10 percent.

(c)

To determine

The growth rate of per capita GDP when the earthquake destroys 75 percent of capital stock.

(d)

To determine

Identify whether the growth rate of per capita GDP due to immigration causes the population to double.

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3. Answer the following questions about external wealth. a. Home has external wealth of $100 million in period t. In t+1, Home purchases $160 million foreign assets, and Foreign purchases $120 million in Home assets. Assume a world interest rate of 10% per annum. Compute the "change" in external wealth at t+1 for Home. b. A country's external wealth was -$1.5 billion at the end of 2015, and its trade balance was $750 million in 2016. Assume the world interest rate is 5% per annum. What is the "value" of a country's external wealth at the end of 2016?
1. The table below shows a country's hypothetical national income and product accounts data. Category Consumption (personal consumption expenditures) Investment (gross private domestic investment) Government consumption (government expenditures) Exports Imports Net Factor Income from Abroad Net unilateral transfers Billions of Dollars 8,000 1,300 2,100 900 1,750 +45 -20 a. Compute the following accounts using the information in the table: Gross national expenditure (GNE) . Trade balance (TB) • Gross domestic product (GDP) • Gross national income (GNI) . Gross national disposable income (GNDI) Current account (CA) b. Derive the current account identity using the national income identity. Are savings greater than or smaller than investment in this country? The national income identity is: GNDIGNE + CA, GNE = C + G + I.
4. Assume that a country produces an output Q of 50 every year. The world interest rate is 10%. Consumption C is 50 every year, and I = G = 0. There is an unexpected drop in output in year 0, so output falls to 28 and is then expected to return to 50 in every future year. If the country desires to smooth consumption, how much should it borrow in period 0? What will the new level of consumption be from then on?
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