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Goods Market: Money Market: C=50 +0.8(Y-T) M/P=490 I=120-400r L(r,y)=-5y-100r G=110 T-50 a. What are the IS and LM equations?
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Answer #1

(a).

Given, 0-8 (Y-) &, c= 50+ 0 = 120 G 490 M. Р - 400 r 43, y) = 0.58 -100% In Goods mbt. At egn. Y = AD Y = c + I + G 0 % + 100

LM (10%)r* E IS 0 Y* (1000)

(b). If the demand for money increases (falls) then, the LM curve will shift to the left (right).

Case - Increase in Money Demand by 50 units :-

Suppose because of some reason, if people loss confidence in bonds then, the demand for money increases at the same level of income and the same rate of interest.

As a result, the demand curve for money shifts upward and to the right. As a result, the equilibrium rate of interest rises (from 10% to 15%) for the same level of income. Consequently, the LM curve shifts upward and to the left (from LM to LM') which leads to fall in output from (1000 to 910 units).

LM LM P LRAS LRAS (15%) r (10%)r* ↑ P * SRAS SRAS P* IS AD O Y y* (910) (1000) AD Y y* (910) (1000) Y

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