Apply the monetarist model of exchange rate and assume that a = 0.5 and 3 = 0.6. Explain how the $/EUR ratio will evolve once there is an increase in nominal money supply by 10% in Canibalia and by 5% in Spain, while GDP grows at 2% per year and 3% per year respectively (ceteris paribus). What should be the growth rate of national money supply if we want the nominal exchange rate to be constant? a. If we want the nominal exchange rate to be constant then the growth rate of national money supply should equal 5.5% b. If we want the nominal exchange rate to be constant then the growth rate of national money supply should equal 4.5% c. Nominal exchange rate $/EUR will increase by 4.5%

ENGR.ECONOMIC ANALYSIS
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Apply the monetarist model of exchange rate and assume that a = 0.5 and B = 0.6. Explain how the $/EUR
ratio will evolve once there is an increase in nominal money supply by 10% in Canibalia and by 5% in Spain,
while GDP grows at 2% per year and 3% per year respectively (ceteris paribus).
What should be the growth rate of national money supply if we want the nominal exchange rate to be
constant?
a.
If we want the nominal exchange rate to be constant then the growth rate of national money supply
should equal 5.5%
b. If we want the nominal exchange rate to be constant then the growth rate of national money supply
should equal 4.5%
O c.
Nominal exchange rate $/EUR will increase by 4.5%
O d. Nominal exchange rate $/EUR will increase by 5.5%
Transcribed Image Text:Apply the monetarist model of exchange rate and assume that a = 0.5 and B = 0.6. Explain how the $/EUR ratio will evolve once there is an increase in nominal money supply by 10% in Canibalia and by 5% in Spain, while GDP grows at 2% per year and 3% per year respectively (ceteris paribus). What should be the growth rate of national money supply if we want the nominal exchange rate to be constant? a. If we want the nominal exchange rate to be constant then the growth rate of national money supply should equal 5.5% b. If we want the nominal exchange rate to be constant then the growth rate of national money supply should equal 4.5% O c. Nominal exchange rate $/EUR will increase by 4.5% O d. Nominal exchange rate $/EUR will increase by 5.5%
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