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Author Question: The domestic currency price of a representative domestic expenditure basket is A) P, the domestic ... (Read 212 times)

jc611

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The domestic currency price of a representative domestic expenditure basket is
 
  A) P, the domestic price level.
  B) E, the nominal exchange rate.
  C) P times E, the domestic price level times the domestic price level.
  D) P , the foreign price level.
  E) P times E, the foreign price level times the nominal exchange rate.

Question 2

Discuss the effects of government deficits on the current account.
 
  What will be an ideal response?



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lkoler

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Answer to Question 1

A

Answer to Question 2

A hard and difficult issue. During the Reagan administration, the creation of twin deficits, where by slashing taxes, government deficits increased, which was accompanied with increased current account deficits.
Using the identity, CA = SP + Sg - I and Ricardian equivalence, which argues that an increase in the government deficit (by definition lowers ) will cause a roughly equal increase in SP to offset an expected tax hike in the future. Thus, for I constant, there is roughly no effect on the current account.
However, government budget deficit may change both private savings and investment, thus avoiding a creation of the twin deficits. An example is the European countries reducing their budget deficits just prior to the introduction of the euro in January 1999. Now, under the twin deficits: theory, one would have expected the EU's current account surpluses to increase. This has never happened. The main reason was sharp reduction in private saving rates.
A good answer should discuss Ricardian equivalence that argues that when the government cut taxes and raises its deficit, consumers anticipate that they will face higher taxes later to pay for the resulting government debt. In anticipation, they raise their own private saving to offset the fall in government saving. In addition, one should mention wealth effect in anticipation of one Europe, assets prices increased, lowering private saving rates.




jc611

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Reply 2 on: Jun 30, 2018
Great answer, keep it coming :)


AISCAMPING

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Reply 3 on: Yesterday
Excellent

 

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