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Suppose that there are two countries, X and Y, that differ in both their rates of investment and their population growth rates. In Country X, investment is 20% of GDP and the population grows at 0% per year. In country Y, investment is 5% of GDP, and the population grows at 4% per year. The two countries have the same levels of productivity, A. In both countries, the rate of depreciation, δ, is 5%. Use the Solow model to calculate the ratio of their steady-state levels of income per capita, assuming that α = 1/3.
Discuss the problems associated with having a persistent vs. temporary current account deficit and determine which one has the greatest long-term implication.
the space age furniture company manufactures tables and cabinets to hold microwave ovens and portable televisions.
you are the manager for dunkin donuts and know the following elasticitiesnbsp? 1.5 ?nbspinbsp 1.2 ?nbspxy1nbsp 0.5
Is the demand for the following elastic, moderate elastic, highly elastic? Give reasons.Demand for petrol Demand for text books
budget sets and full price elasticitya suppose that marthas income is 40000 per year. she can spend it on health care
you are responsible for economic policymaking in your country. your desire is to eliminate inflation keeping prices
those polices were predicated on 1930s Keynesian assumptions that economic recoveries always run out of steam and at certain points need artificial stimulation of demand and fine-tuning to keep them running at acceptable levels .The evidince of th..
for each of the following explain whether it shifts the short-run aggregate supply curve the long-run aggregate supply
problem 1. use okuns law to answer the questions belowutnbsp- ut-1nbsp -0.4gytnbsp- 3 assuming ut-1nbsp 7a. compute the
If nominal wages and productivity increase by the same amount throughout the macroeconomy, would you expect aggregate supply to increase, decrease, or stay the same What if productivity increases more than nominal wages
There are 6 tokens on the table. Two players alternate removing some of the tokens. In each move any player can either remove exactly one or exactly two tokens. Whoever removes the last token is the winner
new york citys banking communitynbspserved many of the functions of a centralnbspbanknbspduring large parts of the
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