Suppose the economy is characterized by the following equations:
IS curve: r = 10.10 - 0.002Y
LM curve: M/P = Y - 250(r + π^e)
SRAS curve: Y = Y + 50(P - P^e)
The nominal money supply is M = 9,900, expected inflation is π^e = .10, and full-employment output is Y = 5000.
a. If the economy begins in general equilibrium, what are the equilibrium values of the price level, output, and the real interest rate?
b. If the expected price level is the price level you found in part (a), what happens to the price level, output, and the real interest rate in the short run if there's an unanticipated decrease in the nominal money supply to 7368.75?
c. If the expected price level is the price level you found in part (a), what happens to the price level, output, and the real interest rate in the short run if there's an unanticipated increase in the nominal money supply to 12,468.75?

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The Answer of Suppose the economy is characterized by the following equations: IS curve: r = 10.10 - 0.002Y LM curve: M/P = Y - 250(r + π^e) SRAS curve: Y = Y + 50(P - P^e) The nominal money supply is M = 9,900, expected inflation is π^e = .10, and full-employment output is Y = 5000. a. If the economy begins in general equilibrium, what are the equilibrium values of the price level, output, and the real interest rate? b. If the expected price level is the price level you found in part (a), what happens to the price level, output, and the real interest rate in the short run if there's an unanticipated decrease in the nominal money supply to 7368.75? c. If the expected price level is the price level you found in part (a), what happens to the price level, output, and the real interest rate in the short run if there's an unanticipated increase in the nominal money supply to 12,468.75?

Suppose the Economy Is Characterized by the Following Equations