The demand for money L=0.25Y and the supply of money PM=500. In this case
the LM curve is vertical and defined by Y=2000 and this defines the classical case
the LM curve is vertical and defined by Y=125 and this defines the case of liquidity trap
the LM curve is upward sloping and defined by Y=2000
the LM curve is horizontal and defined by Y=2000 and this is a case of liquidity trap
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The demand for money L = 0.25Y and the supply of money M/P = 500. In this case 1. the LM curve is vertical and defined by Y = 2000 and this defines the classical case 2. the LM curve is vertical and defined by Y = 125 and this defines the case of liquidity trap 3. the LM curve is upward sloping and defined by Y = 2000 4. the LM curve is horizontal and defined by Y = 2000 and this is a case of liquidity trap (A) the LM curve is vertical and defined by Y = 2000 and this defines the classical case (B) the LM curve is vertical and defined by Y = 125 and this defines the case of liquidity trap (C) the LM curve is upward sloping and defined by Y = 2000 (D) the LM curve is horizontal and defined by Y = 2000 and this is a case of liquidity trap
IS-LM model has come up 137 times in 7 exams since 2004.
What this question tests
This question is on Deriving the LM curve and its slope, part of IS-LM model in Macroeconomics.
How money market equilibrium gives an upward-sloping relation between interest rate and income.
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