Respuesta :
Answer:
1. Price Level
= Nominal GDP/Real GDP
= 12 trillion/4 trillion
= $3
b. Velocity
= Price level * Real GDP/ Money supply
= 3 * 4/0.4
= 30
2. If the Fed keeps the money supply constant, the price level will Decrease , and nominal GDP will Remain the same .
The economy rose however money supply was kept constant. This means that prices could not rise and so had to decrease to cater for the increase in output. With lower prices but higher output, the Nominal GDP remained the same.
3. If the Fed wants to keep the price level stable instead, it should keep the money supply unchanged next year. TRUE
4. If the Fed wants an inflation rate of 11 percent instead, it should Increase the money supply by 14%.
(Percentage Change in Money supply) + (Percentage Change in V) = (Percentage Change in Price) + (Percentage Change in GDP).)
V is constant so is 0.
(Percentage Change in M) = (Percentage Change in P) + (Percentage Change in Y).)
= 11% + 3%
= 14%
The price level and velocity are $3 and 30 respectively, if money supply is constant price decreases, if price level is stable the money supply remain unchanged. The money supply rate is 14%
What is GDP?
GDP stands for gross domestic product, it is the total value (in monetary terms) of all finished goods and services produced by a country within a specific time period, usually a year.
Given:
Money Supply=$400 billion,
Nominal GDP = $12 trillion
Real GDP = $4 trillion
1.a. Price Level
= Nominal GDP/Real GDP
= 12 trillion/4 trillion
= $3
1.b. Velocity of money supply
= Price level x Real GDP/ Money supply
= 3 x 4/0.4
= 30
The price level is $3, and the velocity of money is 30.
2. On keeping the money supply constant by the Fed, the price level will Decrease, and nominal GDP will remain the same.
3. In order to keep the price level stable instead, the Fed should keep the money supply unchanged next year. TRUE
4. If the Fed wants an inflation rate of 11% instead, it should increase the money supply by 14%.
%ΔM+%ΔV=%ΔP+%ΔY
or
(Percentage Change in Money supply) + (Percentage Change in V) = (Percentage Change in Price) + (Percentage Change in GDP).
V is constant, so is 0.
(Percentage Change in M) = (Percentage Change in P) + (Percentage Change in Y).
= 11% + 3%
= 14%
Therefore, it can be said the above calculation aptly describes the statements.
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