MS = 1400 millions, C0 = 120 million, c = 0.8, I = 200 million investment, 1% increase in interest rate changes investment by 10 millions, T = 200 million, wishes to increase expenditure by 10% above the revenue collected. Transactionary and precautionary demand for money mt/p = 0.1y, speculative money demand ms/p = -100r .
(i)Solve for equilibrium real output and equilibrium interest rate
As money demand equals money supply in equilibrium, so MS = MD
0.1y + 100r = 1400
Output Y = C + I + G + NX, where C - consumption, I - investment, G - government purchases, NX - net export.
Y = 120 + 0.8Y + 200 + 200*0.1
0.2Y = 340
Y = 1700 million
As 0.1y + 100r = 1400, then 0.1*1700 + 100r = 1400, r = 12.3%
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