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Deriving AD From IS-LM Model
IS - LM LM curve is function of money demand, which is function of price level So each LM is associated with a given price level IS LM
IS - LM Let LM1 be associated with P = 100 And this will generate an equilibrium level of income, Y1. So, P = 100 & Y = Y1 gives one point on AD curve IS LM Y1
Aggregate Demand So, P = 100 & Y = Y1 gives one point on AD curve Y1 P 100
IS - LM So, if we change P to 110, LM will change And this will generate a new equilibrium level of income, Y2. So, P = 110 & Y = Y2 gives one more point on AD curve IS LM(100) Y1 LM’(110) Y2
Aggregate Demand So, P = 110 & Y = Y2 gives one more point on AD curve Y1 P 100
Aggregate Demand Thus, two points on aggregate demand curve Y1 P 100 AD 110 Y2
And so on….
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is inversely correlated with is more volatile than
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