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Principles of Economics
Session 11
Topics To Be Covered
Identities of Saving and InvestmentConsumption FunctionMarginal Propensity to ConsumeMarginal Propensity to SaveInvestment FunctionEquilibrium of the Goods MarketCase Study: Output Accounting and Output
Determination
Topics To Be Covered
Business CycleFiscal PolicyMultiplier EffectCrowding-Out EffectParadox of Thrift
National Saving
National saving is the amount of income that households have left after paying their taxes and consumption and the revenue that the government has left after paying for its purchases.
National Saving = Private Saving + Public Saving
Private Saving
Private saving is the amount of income that households have left after paying their taxes and paying for their consumption.
Private Saving = Y – T - C
Public Saving
Public saving is the amount of tax revenue that the government has left after paying for its spending.
Public Saving = T - G
Surplus and Deficit
Budget SurplusIf T>G, the government runs a budget surplus because it receives more money than it spends.
Budget DeficitIf G>T, the government runs a budget deficit because it spends more money than it receives in tax revenue.
Identities ofSaving and Investment
Assume a economy consisting of households and firms only. The expenditures are consumption and investment and the incomes are either spent on consumption or saved.
C + I = C + S Therefore, saving is equal to investment.
I = S
Identities ofSaving and Investment
In a closed economy with households, firms, and government, there exists the following equation, the left side being expenditures and the right side being income allocations:
C + I + G = C + S + T
Therefore, the national saving is equal to investment.
I = S + (T – G)
Identities ofSaving and Investment
In an open economy, import and export should be considered. Since the aggregate income (Y) is equal to the aggregate expenditure, there exist the following equations:
Y= C + I + G + NX
I + NX = Y – C - G
Identities ofSaving and Investment
For an economy as a whole, net export (NX) and net foreign investment (NFI) must balance each other so that:
NX = NFI Therefore, in an open economy national
saving is equal to the sum of domestic investment and net foreign investment.
I + NFI = (Y – C -T ) – (T – G)
Consumption and Saving
In a society without tax, a household can do two things with its income— consumption and saving.
Y = C + S
Determinants of Consumption
Household income Household wealth Interest rates Households’ expectations
Consumption Function
Keynes points out that the household consumption is closely related to the income. With the income increase, people will consume more. However, the increase of consumption is not as great as that of income.
Empirical studies also reveal the close relationship between consumption and income but the increase of consumption is on the whole proportional to income.
Consumption Function
C = Y
45º Income
Consumption
C = f ( Y)
Keynes’ View
Consumption Function
C = Y
45º Income
Consumption
Empirical Finding
C = a + bY
Marginal Propensity to Consume
The marginal propensity to consume (MPC) is the extra amount that people
consume when they receive an extra dollar of income.
Marginal Propensity to Consume
Income
Consumption
MPC=Slope
C = f ( Y)
MPC = f ‘( Y)
Marginal Propensity to Consume
Income
Consumption
C = a + bY
MPC=Slope=b
Consumption Function
Keeping other variables (interest rate, expectation, etc.) constant, consumption can be thought of as a function of income.
C = f (Y)
If the function is linear, it can be expressed as:
C = a + bY
Aggregate Income (Y)(Billion Dollars)
Aggregate Consumption (C)(Billion Dollars)
0 100
80 160
100 175
200 250
400 400
600 550
800 700
1,000 850
Consumption Function
Consumption Function
Income
Consumption C = 100 +
0.75Y
100
Marginal Propensity to Save
The marginal propensity to save (MPS) is the fraction of an additional dollar of income that is saved.
MPC + MPS = 1
MPS = 1 - MPC
Aggregate Income Aggregate Consumption Aggregate Saving
(All in Billion Dollars)
0 100 -100
80 160 -80
100 175 -75
200 250 -50
400 400 0
600 550 50
800 700 100
1,000 850 150
Marginal Propensity to Save
C = 100 + 0.75Y
45°
C = Y
Marginal Propensity to Save
Income0
consumption
0 Income
Save
S = -100 + 0.25Y
MPS = 0.25
Investment
Investment refers to purchases by firms of new buildings and equipment and additions to inventories, all of which add to firms’ capital stocks.
Generally, investment is considered a function of interest rate (r). When the interest rate is high (low), the financial cost for the firm is high (low), the firm invests less (more).
Investment
Investment
Interest rate
I = f (r)
Planned Investment
Desired or planned investment refers to the additions to capital stock and inventory that are planned by firms.
Actual investment is the actual amount of investment that takes place; it includes items such as unplanned changes in inventories.
Planned Investment
For simplicity, it is assumed that planned investment is fixed, for the major determinant of investment is the interest rate and the investment is an exogenous variable in the Keynesian cross model.
It does not change when income changes, so investment is an autonomous variable.
Planned Investment
Income
Investment
I = 25
Planned Aggregate Expenditure
To determine planned aggregate expenditure (AE), we add
consumption spending (C) to planned investment spending (I) at
every level of income.
Planned Aggregate Expenditure
Y
C + I
C = 100 + 0.75Y
I = 2525
100
AE = C+ I = 125 + 0.75Y
125
Equilibrium in Goods Market
In macroeconomics, equilibrium in the goods market is the point at which planned aggregate expenditure is equal to aggregate output.
Y = C + I
Equilibrium in Goods Market
Inventory investment is greater than planned.Actual investment is greater than planned, so there is unplanned inventory
Y < C + I
Y > C + I
Inventory investment is smaller than planned. There is negative unplanned inventory.
Equilibrium in Goods Market
Saving is a leakage out of the spending stream. If planned investment is exactly equal to saving, then planned aggregate expenditure is exactly equal to aggregate output, and there is equilibrium.
Aggregate output will be equal to planned aggregate expenditure only when saving equals planned investment (S = I).
Case Study: Output Accounting and Output Determination
Assume an economy consists of the firm and the family only
and the firm produces a single product—bread.
Case Study: Output Accounting and Output Determination
The firm thinks that the household will consume $800 of bread.
Considering that the firm needs the inventory $200 of bread to entertain
international guests, the firm produces $1000 worth of bread.
Case Study: Output Accounting
As expected, the firm sells exactly $800 of bread and keeps an inventory of $200 of bread.
What’s the GDP of this economy for this period?
Case Study: Output AccountingAggregate Output=$1000
Ou
tput:$1000
Income: $1000
Consumption: $800
Inventory: $200
Aggregate Income=$1000
Aggregate Expenditure=C+I=$1000
GDP=$1000
Case Study: Output Determination
As expected, the firm sells exactly $800 of bread and keeps an inventory of $200 of bread.
Is the goods market in equilibrium? Why?
Case Study: Output Determination
Unplanned Inventory: $0 Income: $1000
Planned Saving:
$200
Planned
Inve
ntory
=
Planned
Inve
stmen
t: $2
00Planned Consum
ption: $800
Planned Expenditure = AD: $1000
Ou
tput
= A
S: $
1000
Planned Investment200
Planned Saving
C+I
45°
AS=AD
Case Study:Output Determination
GDP= AS =Output = Income=C+S1000
1000
1000
AD
= P
lan
ned
Exp
end
itu
re=
C+
I
0
0
Sav
ing
and
In
vest
men
t
GDP=Income
Investment here doesn’t include unplanned inventory, so investment does not necessarily
equal saving.
Output=AD, so the goods market is in
equilibrium.
Case Study: Output Accounting
Unexpectedly, the firm sells only $600 of bread, so it has to keep an
inventory of $400 of bread.
What’s the GDP of this economy for this period?
Case Study: Output AccountingAggregate Output=$1000
Ou
tput:$1000
Income: $1000
Consumption: $600
Inventory: $400
Aggregate Income=$1000
Aggregate Expenditure=C+I=$1000
GDP=$1000
Case Study: Output Determination
Is the goods market in equilibrium? Why?
Unexpectedly, the firm sells only $600 of bread, so it has to keep an inventory of $400 of bread, $200 of which is unplanned inventory.
Case Study: Output Determination
Unplanned Inventory: $200 Income: $1000
Planned Saving:
$400
Planned
Inve
ntory
=
Planned
Inve
stmen
t: $2
00Planned Consum
ption: $600
Planned Expenditure = AD: $800
Ou
tput
= A
S: $
1000
I200
S
C+I
45°
Case Study:Output Determination
GDP= AS =Output = Income=C+S
AD
= P
lan
ned
Exp
end
itu
re=
C+
I
0
0
Sav
ing
and
In
vest
men
t
GDP=Income1000
400
1000
800
Output is greater than AD by $200
Planned saving is greater than planned investment by $200.
Other things held constant, the firm should decrease its output next period.
Equilibrium output
Case Study: Output Accounting
Unexpectedly, the firm sells all the bread it has produced—$1000 of
bread, so it has run out of inventory.
What’s the GDP of this economy for this period?
Case Study: Output AccountingAggregate Output=$1000
Ou
tput:$1000
Income: $1000
Consumption: $1000
Inventory: $0
Aggregate Income=$1000
Aggregate Expenditure=C+I=$1000
GDP=$1000
Case Study: Output Determination
Is the goods market in equilibrium? Why?
Unexpectedly, the firm sells all the bread it has produced—$1000 of
bread, so it has run out of inventory, which means a negative
unplanned inventory of $200.
Case Study: Output Determination
Unplanned Inventory: - $200 Income: $1000
Planned Saving:
$0
Planned
Inve
ntory
=
Planned
Inve
stmen
t: $2
00Planned Consum
ption:$1000
Planned Expenditure = AD: $1200
Ou
tput
= A
S: $
1000
I200
S
C+I
45°
Case Study:Output Determination
GDP= AS =Output = Income=C+S
AD
= P
lan
ned
Exp
end
itu
re=
C+
I
0
0
Sav
ing
and
In
vest
men
t
GDP=Income
1000
1200
Other things held constant, the firm should increase its output next period.
Equilibrium output
1000
Output is smaller than AD by $200
Planned saving is smaller than planned investment by $200.
Case Study: Output Determination
GDPPlanned
ConsumptionPlanned Saving
Planned Investment GDP
Total PlannedC and I
Resulting Tendency of Output
1000 600 400 200 1000 800 Contraction
1000 800 200 200 1000 1000 Equilibrium
1000 1000 0 200 1000 1200 Expansion
>=<
Business Cycle
Time
GDP
Trough
Trough
Peak
Trend Growth
Expansi
on Recessio
n
AE
45°
Business Cycle
GDP
AE
0
1000
800
Equilibrium output
Trough PeakRecession
Expansion
150
Business Cycle
A recession is a period of declining real GDP, falling incomes, and rising unemployment.
A depression is a severe recession.
Business Cycle
Economic fluctuations are irregular and
unpredictable.
Most macroeconomic variables fluctuate
together.
As output increases, unemployment falls,
but the price level increases.
Fiscal Policy
The government can play a very important role in smoothing the economic fluctuation.
When the economy is in recession, the government may adopt expansionary policy—decrease taxes or increase spending.
When the economy develops too fast, the government may adopt contractionary policy—increase taxes or decrease spending.
AD2
Expansionary Fiscal Policy
Quantity ofOutput
PriceLevel
0
AS
P1
P2
AD1
Q1 PotentialOutput
AD1
Contractionary Fiscal Policy
Quantity ofOutput
PriceLevel
0
AS
P2
P1
AD2
PotentialOutput
Q1
Potential Output
The potential output is determined by the stock of labor, capital, land, and technology. The price level has little effect on the supply of these factors in the long run. So in the AS-AD model, the potential output is vertical.
This level of production is also referred to as natural rate of output or full-employment output.
Fiscal Policy andAggregate Expenditure
In a closed economy with three sectors—firms, households, and government. Government spending (G) is a very important component in aggregate expenditure.
AE = C + I + GIn the Keynesian model, government
spending does not change with output, so G is an autonomous variable.
125
Fiscal Policy andAggregate Expenditure
Y
AE
C = 100 + 0.75Y
I = 2525
100
C+ I = 125 + 0.75Y
G = 2550
150
C+I+G = 150 + 0.75Y
The Multiplier
The 1 dollar increase of autonomous variable (investment, government purchase, etc.) is likely to result in more than 1 dollar increase in total output.
For example, if the government spending increases by $1, the individual who earns that dollar saves $0.25 and pays $0.75 for a book.
△GDP = $1 + $0.75 = $1.75
The MultiplierIf the book seller saves 25% of $0.75 received
and spends 75%, the increase of GDP is:
△GDP = $1 + $0.75 + $0.5625= $2.3125
If the MPC of every person is 0.75, then the GDP increase is:
4$75.01
1$0.75$0.750.75 $1 $1 GDP
GDP increases four times as large as the increase of government spending, so the multiplier is 4.
The Multiplier
The multiplier is the ratio of the change in the equilibrium level of output to a
change in some autonomous variable.
The Multiplier
Because S△ must be equal to I△ for equilibrium to be restored, I△ can be substituted for S△ .
MPS may be expressed as:
Y
SMPS
Y
IMPS
MPC1
1
MPS
1Multiplier
MPS
1IY
125
The Multiplier
Y
AE
AE1 = C+ I + G1
=125 + 0.75Y
45º
475.01
11
1
MPCMultiplier
150
AE2 = C+ I + G2
=150 + 0.75Y
500 600
The Tax Multiplier
A tax cut increases disposable income, which is likely to lead to added consumption spending. Income will increase by a multiple of the decrease in taxes.
However, a tax cut has no direct impact on spending. The tax multiplier for a change in taxes is smaller than the multiplier for a change in government spending.
The Tax Multiplier
However, a tax cut has no direct impact on spending. The tax multiplier for a change in taxes is smaller than the multiplier for a change in government spending.
MPS
MPCMultiplierTax
Multipliere ExpenditurMPCMultiplierTax
MPS
MPCT
MPS
1MPC)T(Y
The Crowding-Out Effect
There are two macroeconomic effects from the change in government purchases: The multiplier effect The crowding-out effect
The Crowding-Out Effect
Fiscal policy may not affect the economy as strongly as predicted by the multiplier.
An increase in government purchases causes the interest rate to rise.
A higher interest rate reduces investment spending.
The Crowding-Out Effect
This reduction in demand that results when a fiscal expansion raises the interest rate is called the crowding-out effect.
The crowding-out effect tends to dampen the effects of fiscal policy on aggregate demand.
The Crowding-Out Effect
Quantity ofOutput
PriceLevel
0
AS
P1
AD1
Q1
AD2
AD3
Crowding-out effect=Q2 – Q3
Q2
P2
P3
Q3
The Paradox of Thrift
When households are concerned about the future and plan to save more, the corresponding decrease in consumption leads to a drop in spending and income.
In their attempt to save more, households have caused a contraction in output, and thus in income. They end up consuming less, but they have not saved any more.
The Paradox of Thrift
25
Y
S, I
S 1
- 75
- 25
75
175
125
I
S 2
300 600
Assignment
Review Chapter 22, 23, and 24Answer questions on P430, 444 and 463.Search for information on China’s fiscal
policies in the recent years.Preview Chapter 25 and 26
Thanks