The Keynesian Framework and the ISLM Model Determination

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The Keynesian Framework and the ISLM Model

The Keynesian Framework and the ISLM Model

Determination of Output Keynesian ISLM Model assumes price level is fixed Aggregate Demand Yad

Determination of Output Keynesian ISLM Model assumes price level is fixed Aggregate Demand Yad = C + I + G + NX Equilibrium Y = Yad Consumption Function C = a + (mpc YD) Investment 1. Fixed investment 2. Inventory investment Only planned investment is included in Yad 2

Consumption Function 3

Consumption Function 3

Keynesian Cross Diagram Assume G = 0, NX = 0, T = 0 Yad

Keynesian Cross Diagram Assume G = 0, NX = 0, T = 0 Yad = C + I = 200 +. 5 Y + 300 = 500 +. 5 Y Equilibrium: 1. When Y > Y*, Iu > 0 Y to Y* 2. When Y < Y*, Iu < 0 Y to Y* 4

Expenditure Multiplier

Expenditure Multiplier

Analysis of Figure 3: Expenditure Multiplier I = + 100 Y/ I = 200/100

Analysis of Figure 3: Expenditure Multiplier I = + 100 Y/ I = 200/100 = 2 1 Y = (a + I) 1 – mpc A = a + I = autonomous spending Conclusions: 1. Expenditure multiplier = Y/ A = 1/(1 – mpc) whether change in A is due to change in a or I 2. Animal spirits change A

The Great Depression and the Collapse of Investment

The Great Depression and the Collapse of Investment

Role of Government

Role of Government

Analysis of Figure 5: Role of Government G = + 400, T = +

Analysis of Figure 5: Role of Government G = + 400, T = + 400 1. With no G and T, Yd = C + I = 500 + mpc Y = 500 +. 5 Y, Y 1 = 1000 2. With G, Y= C + I + G = 900 +. 5 Y, Y 2 = 1800 3. With G and T, Yd = 900 + mpc Y – mpc T = 700 +. 5 Y, Y 3 = 1400 Conclusions: 1. G Y ; T Y 2. G = T = + 400, Y 400

Role of International Trade NX = +100, Y/ NX = 200/100 = 2 =

Role of International Trade NX = +100, Y/ NX = 200/100 = 2 = 1/(1 – mpc) = 1/(1 –. 5)

Summary: Factors that Affect Y

Summary: Factors that Affect Y

IS Curve IS curve 1. i I NX , Yad , Y Points 1,

IS Curve IS curve 1. i I NX , Yad , Y Points 1, 2, 3 in figure 2. Right of IS: Y > Yad Y to IS Left of IS: Y < Yad Y to IS 12

LM Curve LM curve 1. Y , Md , i Points 1, 2, 3

LM Curve LM curve 1. Y , Md , i Points 1, 2, 3 in figure 2. Right of LM: excess Md, i to LM Left of LM : excess Ms, i to LM 13

ISLM Model Point E, equilibrium where Y = Yad (IS) and Md = M

ISLM Model Point E, equilibrium where Y = Yad (IS) and Md = M s (LM ) At other points like A, B, C, D, one of two markets is not in equilibrium and arrows mark movement towards point E

Monetary and Fiscal Policy in the ISLM Model

Monetary and Fiscal Policy in the ISLM Model

1. C : at given i. A, Yad , Y IS shifts right 2.

1. C : at given i. A, Yad , Y IS shifts right 2. Same reasoning when I , G , NX , T Shift in the IS Curve

Shift in the LM Curve from a Rise in Ms 1. Ms : at

Shift in the LM Curve from a Rise in Ms 1. Ms : at given YA, i in panel (b) and (a) LM shifts to the right

Shift in the LM Curve from a Rise in M 1. M d :

Shift in the LM Curve from a Rise in M 1. M d : at given YA, i in panel (b) and (a) LM shifts to the left d

Response to an Increase in M s 1. M s : i , LM

Response to an Increase in M s 1. M s : i , LM shifts right Y i

Response to Expansionary Fiscal Policy 1. G or T : Yad , IS shifts

Response to Expansionary Fiscal Policy 1. G or T : Yad , IS shifts right Y i

Summary: Factors that Shift IS and LM Curves

Summary: Factors that Shift IS and LM Curves

Effectiveness of Monetary and Fiscal Policy 1. M d is unrelated to i i

Effectiveness of Monetary and Fiscal Policy 1. M d is unrelated to i i , M d = M s at same Y LM vertical 2. Panel (a): G , IS shifts right i , Y stays same (complete crowding out) 3. Panel (b): M s , Y so M d , LM shifts right i Y Conclusion: Less interest sensitive is M d, more effective is monetary policy relative to fiscal policy 22

s M vs. i Targets When IS Unstable 1. IS unstable: fluctuates from IS'

s M vs. i Targets When IS Unstable 1. IS unstable: fluctuates from IS' to IS'' 2. i target at i*: Y fluctuates from YI' to YI'' 3. M target, LM = LM*: Y fluctuates from YM' to YM'' 4. Y fluctuation is less with M target Conclusion: If IS curve is more unstable than LM curve, M target is preferred

s M vs. i Targets When LM Unstable 1. LM unstable: fluctuates from LM'

s M vs. i Targets When LM Unstable 1. LM unstable: fluctuates from LM' to LM'' 2. i target at i*: Y = Y* 3. M target: Y fluctuates from YM' to YM'' 4. Y fluctuation is less with i target Conclusion: If LM curve is more unstable than IS curve, i target is preferred

The ISLM Model in the Long Run Panel (a) 1. Ms , LM right

The ISLM Model in the Long Run Panel (a) 1. Ms , LM right to LM 2, go to point 2, i to i 2, Y to Y 2 2. Because Y 2 > Yn, P , M/P , LM back to LM 1, go back to point 1 Panel (b) 1. G , IS right to IS 2, go to point 2 where i = i 2 and Y = Y 2 2. Because Y 2 > Yn, P , M/P , LM left to LM 2, go to point 2', i = i 2` and Y = Yn.

Deriving AD Curve P , M/P , LM shifts in, Y Points 1, 2,

Deriving AD Curve P , M/P , LM shifts in, Y Points 1, 2, 3

Shift in AD from Shift in IS At given PA, IS shifts right: Y

Shift in AD from Shift in IS At given PA, IS shifts right: Y in panel (b) AD shifts right in panel (a)

Shift in AD from Shift in LM At given PA, LM shifts right: Y

Shift in AD from Shift in LM At given PA, LM shifts right: Y in panel (b) AD shifts right in panel (a)