The complete question is:
Given that in an economy, Given that in an economy, C = 102+0.7Y, I=150-100r, MS =300, Mt = 0.4Y, and Mz=125-200r where, Y= income, C= consumption, I= investment, MS= money supply, Mt= transactional-precautionary money demand, Mz= speculative money demand and r= interest rate. Calculate;
1. The equilibrium level of income and interest rate in this economy.
2. The level of C, I, Mt, and Mz when the economy is in equilibrium.00r
Solution
1)
Y=C+IY=102+0.7Y+150−100rY−0.7Y=252−100r0.3Y=252−100rY=840−333.3r
MS=Mt+Mz300=0.4Y+125−2000.4Y=300−125+200r0.4Y=175+200rY=437.5+500r
437.5+500r=840−333.33r833.3r=402.5r=0.48Y=840−333.3(0.48)=840−160=680
2)
C=102+0.7(680)=102+476=578I=150−100(0.48)=150−48=102Mt=0.4(680)=272Mz=125−200(0.48)=125−96=29
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