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Keynesian Theory Of Income and Employment-Macroeconomics-Lecture Notes, Study notes of Macroeconomics

This course includes scope of macroeconomics, national income, economic growth, unemployment, inflation, open economy, economic fluctuations, aggregate demand, aggregate supply and foundation of microeconomics. This lecture includes: Keynesian, Theory, Income, Employment, Cross, Element, Policy, Invest, Variable, Equilibrium

Typology: Study notes

2011/2012

Uploaded on 08/04/2012

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Lesson 26
KEYNESIAN THEORY OF INCOME & EMPLOYMENT
In long run,
x Prices flexible
x Output determined by factors of production & technology
x Unemployment equals its natural rate
In short run,
x Prices fixed
x Output determined by aggregate demand
x Unemployment is negatively related to output
THE KEYNESIAN CROSS
It is the simple closed economy model in which income is determined by expenditure. This
model is presented by J.M. Keynes.
Notations:
I = planned investment
E = C + I + G = planned expenditure
Y = real GDP = actual expenditure
Actual expenditure is the amount that households, firms and the government spend on
goods and services; it equals the economy’s gross domestic product (GDP).
Planned expenditure is the amount households, firms and the government would like to
spend on goods and services.
ELEMENTS OF THE KEYNESIAN CROSS
Consumption function:
Govt policy variables:
For now, investment is exogenous:
Planned expenditure:
Equilibrium condition:
GRAPHING PLANNED EXPENDITURE
Income, output,
Y
E
Planned
Expenditure
E =C +I +G
MPC
1
()
CCYT
,
GG TT
II
Actual expenditure Planned expenditure
YE
()
ECYT IG
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Lesson 26 KEYNESIAN THEORY OF INCOME & EMPLOYMENT

In long run,  Prices flexible  Output determined by factors of production & technology  Unemployment equals its natural rate In short run,  Prices fixed  Output determined by aggregate demand  Unemployment is negatively related to output

THE KEYNESIAN CROSS

It is the simple closed economy model in which income is determined by expenditure. This model is presented by J.M. Keynes. Notations: I = planned investment E = C + I + G = planned expenditure Y = real GDP = actual expenditure

Actual expenditure is the amount that households, firms and the government spend on goods and services; it equals the economy’s gross domestic product (GDP). Planned expenditure is the amount households, firms and the government would like to spend on goods and services.

ELEMENTS OF THE KEYNESIAN CROSS

Consumption function:

Govt policy variables:

For now, investment is exogenous:

Planned expenditure:

Equilibrium condition:

GRAPHING PLANNED EXPENDITURE

Income, output, Y

E Planned Expenditure E =C +I +G

MPC 1

C  C Y (  T)

G  G , T  T

I  I

Actual expenditure Planned expenditure

Y E

E  C Y (  T )  I  G

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GRAPHING THE EQUILIBRIUM CONDITION

THE EQUILIBRIUM VALUE OF INCOME

AN INCREASE IN GOVERNMENT PURCHASES

At Y 1, there is now an unplanned drop in inventory, so firms increase output, and income rises toward a new equilibrium

Income, output, Y

E Planned Expendit

E =Y

E =C +I +G

Equilibrium income

Income, output, Y

E Planned Expenditure

E =Y

45

Y

E

E =Y

E =C +I +G (^1)

E 1 = Y 1

E = C + I + G (^2)

 Y E 2 = Y 2

 G

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Solving for  Y :

Final result:

THE TAX MULTIPLIER

The change in income resulting from a $1 increase in T is known as tax multiplier.

If MPC = 0.8, then the tax multiplier equals

PROPERTIES OF TAX MULTIPLIER

 Tax multiplier is negative: A tax hike reduces consumer spending, which reduces income.  Tax multiplier is greater than one (in absolute value): A change in taxes has a multiplier effect on income.  Tax multiplier is smaller than the govt. spending multiplier: Consumers save the fraction (1-MPC) of a tax cut, so the initial boost in spending from a tax cut is smaller than from an equal increase in G.

IS CURVE A graph of all combinations of r and Y that result in goods market equilibrium is called IS curve i.e. Actual expenditure (output) = planned expenditure. The equation for the IS curve is:

DERIVING THE IS CURVE

 r   I  E  Y

Y 1 Y 2

Y 1 Y 2 Y

E

r

Y

E = C + I ( r 1 )+ G

E = C + I ( r 2 )+ G

r 1

r (^2)

E = Y

IS

 I

( 1  M P C )  Y   M P C  T

M P C 1 M P C

 Y    T   

Y  C (Y  T )  I ( r )  G

M P C 1 M P C

Y T

 (^)    

(^0 8 0 8 ) 1 0 8 0 2

.. ..

Y T

 (^)   (^)      

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