consumption iimm
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Consumption FunctionConsumption Function
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What is GDP?What is GDP?
• Gross Domestic Product (GDP)-Gross Domestic Product (GDP)- is
the nation’s expenditure on all the
final goods and services producedduring the year at market price.
• One way to calculate GDP is by
adding all of Nation’s expenditures.
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Nation’s ExpendituresNation’s Expenditures
Consumption
Investment
Government SpendingNet Exports
CC == GDPGDPII+ GG+ NXNX+
This lecture will concentrate on Consumption
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ConsumptionConsumption
• Consumption is the nation’s expenditures
on all final goods and services produced
during the year at market prices.
• The total of everyone’s expenditures is
called consumption.
• Consumption is designated by the letter
C.
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ConsumptionConsumption
• C is the largest sector of GDP
• CC is just over two-thirds of GDP
• The consumption functions states :
• As income rises, consumption (C) rises, butnot as quickly
• Therefore, consumption varies with disposable
income (DI)
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Aggregate Consumption
• Is the sum total of all expenditure on
current consumption goods and services
which are consumed currently eg. Food,
clothing, fuel, rent etc.
• At low levels of income, almost entire
income is spent on current consumption.
• As income level increases, some income
is kept aside for saving.
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• The relation between aggregate
consumption expenditure and aggregate
income of household sector is known as
Consumption Function.
• C = f (Y)
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Gross Domestic Saving
• Income not spent on current consumption is
saved.
• In an economy, some consumers may spend
less than their income and some may spend
more than their income.
• Gross Domestic saving is the difference
between GDP and Aggregate Consumption.
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Saving Function
• The relation between aggregate saving (S)
and income (Y) is called as Saving
Function.
• Saving function is given as :
• Y = C + S.
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Consumption and Disposable
Income
As Income rises so does Consumption
NOT AS QUICKLY!NOT AS QUICKLY!BUT
DIDI increases . . . CC increases but by a smaller
amount
DIDI decreases . . . CC decreases but by a smaller
amount
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Two Ways To View Consumption-
Income Relationship
1. As the ratio of total consumption
to total disposable income.
2. As the relationship of changes in consumption to changes in
disposable income.
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Average Vs. Marginal
• The average propensity to consume
( APC ) is total consumption in a given
period divided by total disposable income.
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Average Propensity toAverage Propensity to
ConsumeConsume
APC = -----------------------------------Consumption
Disposable Income
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Disposable Income Consumption Saving
Rs.40,000 Rs.30,000
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Disposable Income Consumption Saving
Rs.40,000 Rs.30,000 Rs.10,000
APC = ------------ = ------------ = ------ = .75 C 30000 3
DI 40000 4
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Disposable Income Consumption Saving
Rs.40,000 Rs.30,000 Rs.10,000
APC = ------------ = ------------ = ------ = .75 C 30000 3
DI 40000 4
APS = ------------ = ------------ = ------ = .25 S 10000 1
DI 40000 4
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Disposable Income Consumption Saving
Rs.40,000 Rs.30,000 Rs.10,000
APC = ------------ = ------------ = ------ = .75 C 30000 3
DI 40000 4
APS = ------------ = ------------ = ------ = .25 S 10000 1
DI 40000 4
+
1.00
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Disposable Income Saving
Rs.20,000 Rs.1,500
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Disposable Income Saving
Rs.20,000 Rs.1,500
Disposable Income Saving Consumption
Rs.20,000 Rs.1,500 Rs.18,500
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Disposable Income Saving
Rs.20,000 Rs.1,500
Disposable Income Saving Consumption
Rs.20,000 Rs.1,500 Rs.18,500
APC = ------------ = ------------ = ------ = .925C 18500 37
DI 20000 40
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Disposable Income Saving
Rs.20,000 Rs.1,500
Disposable Income Saving Consumption
Rs.20,000 Rs.1,500 Rs.18,500
APC = ------------ = ------------ = ------ = .925C 18500 37
DI 20000 40
APS = ------------ = ------------ = ------ = .075 S 1500 3
DI 20000 40
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Disposable Income Saving
Rs.20,000 Rs.1,500
Disposable Income Saving Consumption
Rs.20,000 Rs.1,500 Rs.18,500
APC = ------------ = ------------ = ------ = .925C 18500 37
DI 20000 40
APS = ------------ = ------------ = ------ = .075 S 1500 3
DI 20000 40
+
1.00
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APCs Greater than One
Disposable Income Consumption Saving
Rs.10,000 Rs.12,000
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APCs Greater than One
Disposable Income Consumption Saving
Rs.10,000 Rs.12,000 - 2000
APC = ------------ = ------------ = ------ = 1.2C Rs.12,000 12
DI Rs.10,000 10
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APCs Greater than One
Disposable Income Consumption Saving
Rs.10,000 Rs.12,000 - 2000
APC = ------------ = ------------ = ------ = 1.2C Rs.12,000 12
DI Rs.10,000 10
APS = ------------ = ------------ = ------ = -0.2S -Rs.2,000 -2
DI Rs.10,000 10
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APCs Greater than One
Disposable Income Consumption Saving
Rs.10,000 Rs.12,000 - 2000
APC = ------------ = ------------ = ------ = 1.2C Rs.12,000 12
DI Rs.10,000 10
APS = ------------ = ------------ = ------ = -0.2S -Rs.2,000 -2
DI Rs.10,000 10
+
1.00
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The Marginal Propensity to
Consume• The marginal propensity to consume
(MPC ) is the fraction of each additional
(marginal) rupee of disposable income
spent on consumption.
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Marginal Propensity
to Consume (MPC)
MPC =in Consumption
in Income
CHANGE CHANGE
CHANGE CHANGE
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Marginal Propensity
to Consume (MPC)
Year DI C S
1998 Rs.30000 Rs.23000 Rs.7000
1999 Rs.40000 Rs.31000 Rs.9000
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Marginal Propensity
to Consume (MPC)
Year DI C S
1998 Rs.30000 Rs.23000 Rs.7000
1999 Rs.40000 Rs.31000 Rs.9000
10000 8000 2000Change
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Year DI C S
1998 Rs.30000 Rs.23000 Rs.7000
1999 Rs.40000 Rs.31000 Rs.9000
10000 8000 2000Change
MPC =---------------- = ---------- = ------- = .8Change in C 8000 8
Change in DI 10000 10
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Year DI C S
1998 Rs.30000 Rs.23000 Rs.7000
1999 Rs.40000 Rs.31000 Rs.9000
10000 8000 2000Change
MPC =---------------- = ---------- = ------- = .8Change in C 8000 8
Change in DI 10000 10
MPS = -------------- = ---------- = -------- = .2Change in S 2000 2
Change in DI 10000 10
+
1.0
Graphing Consumption Function
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45
Rs.1000
Rs.1000
Rs.6000
?Rs.6000
Consumption
& Saving
Disposable Income
Graphing Consumption Function
G hi th C ti F ti
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Graphing the Consumption Function
If Consumption rose at the same rate as Disposable
Income . . . A graph of this function would be a 45 line
Disposable income ($)
45û
1,000
1,000
2,000
3,000
2,000 3,000
Expenditur
e(Rs. )
Disposable Income (Rs.)
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C
Rs.6000
5700
Rs.6000
Saving = Rs.300
Rs.2700
Rs.3000
Dissaving = Rs.300
Rs.2700
Saving = - Rs.300
Disposable Income
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C
Dissaving
Saving
Disposable Income
Graphing the Consumption Function
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Graphing the Consumption Function
Consumption is the vertical distance between the
bottom (horizontal) axis and the “C” line.
DI C S
3000 1750
Disposable income ($)
45û
C
1,000 2,000 3,0001,000
1,000
2,000
3,000
Expen
ditur
e(Rs.)
Disposable Income (Rs.)
Graphing the Consumption Function
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Graphing the Consumption Function
DI C S
3000 1750 1250
Disposable income ($)
45û
C
1,000 2,000 3,0001,000
1,000
2,000
3,000
Saving is the vertical distance between the “C” line and
the 45 degree line
Expenditur
e(Rs. )
Disposable Income (Rs.)
Graphing the Consumption Function
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Graphing the Consumption Function
DI C S
3000 1750 1250
2000 1440
Disposable income ($)
45û
C
1,000 2,000 3,0001,000
1,000
2,000
3,000
Consumption is the vertical distance between the bottom
(horizontal) axis and the “C” line.
Graphing the Consumption Function
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Graphing the Consumption Function
DI C S
3000 1750 1250
2000 1440 560
Disposable income ($)
45û
C
1,000 2,000 3,0001,000
1,000
2,000
3,000
Saving is the vertical distance between the “C” line and the
45 degree line
Expen
ditur
e(Rs.)
Graphing the Consumption Function
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Graphing the Consumption Function
DI C S
3000 1750 1250
2000 1440 560
1000 1000
Disposable income ($)
45û
C
1,000 2,000 3,0001,000
1,000
2,000
3,000
Consumption is the vertical distance between the bottom
(horizontal) axis and the “C” line.
Graphing the Consumption Function
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Graphing the Consumption Function
DI C S
3000 1750 1250
2000 1440 560
1000 1000 0
Disposable income ($)
45û
C
1,000 2,000 3,0001,000
1,000
2,000
3,000
Saving is “0” at 1000 DI because there is NO distance between the
C line and the 45 degree line.
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Graphing the Consumption Function
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Graphing the Consumption Function
DI C S
3000 1750 1250
2000 1440 560
1000 1000 0
0 625
Disposable income ($)
45û
C
1,000 2,000 3,0001,000
1,000
2,000
3,000
When DI is “0” the level of Consumption is called
Autonomous Consumption (AC)
Graphing the Consumption Function
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Graphing the Consumption Function
DI C S
3000 1750 1250
2000 1440 560
1000 1000 0
0 625-625
Disposable income ($)
45û
C
1,000 2,000 3,0001,000
1,000
2,000
3,000
Saving is the vertical distance between the “C” line and the 45 degree
line. Saving is negative to the left of where the C line crosses the 45
degree line
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Autonomous Consumption
versus Induced Consumption
• Autonomous means Self Governing
• Autonomous consumption (AC) isthe level of consumption whendisposable income is “0”
–It is called autonomous becauseit is independent of change indisposable income
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Induced Consumption
• Induced consumption (IC) is that partof consumption which varies with the
level of disposable income
– As disposable income rises, inducedconsumption rises
– As disposable income fall, induced
consumption falls
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C
Rs.0
This is your This is your
AutonomousAutonomous
ConsumptionConsumption
Disposable Income
Graphing the Consumption
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Graphing the Consumption
Function
DI C S
3000 1750 1250
2000 1440 560
1000 1000 0
0 625-625
Disposable income ($)
45û
C
1,000 2,000 3,0001,000
1,000
2,000
3,000
DI = 0
What is IC?
IC = C - AC
IC = 625 - 625
IC = 0
Graphing the Consumption Function
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Graphing the Consumption Function
DI C S
3000 1750 1250
2000 1440 560
1000 1000 0
0 625-625
Disposable income ($)
45û
C
1,000 2,000 3,0001,000
1,000
2,000
3,000
DI = 1000
What is IC?
IC = C - AC
IC = 1000 - 625
IC = 375
Graphing the Consumption Function
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Graphing the Consumption Function
DI C S
3000 1750 1250
2000 1440 560
1000 1000 0
0 625-625
Disposable income ($)
45û
C
1,000 2,000 3,0001,000
1,000
2,000
3,000
DI = 2000
What is IC?
IC = C - AC
IC = 1440 - 625
IC = 815
Graphing the Consumption Function
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Graphing the Consumption Function
DI C S
3000 1750 1250
2000 1440 560
1000 1000 0
0 625-625
Disposable income ($)
45û
C
1,000 2,000 3,0001,000
1,000
2,000
3,000
DI = 3000
What is IC?
IC = C - AC
IC = 1750 - 625
IC = 1125
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Consumption & Saving Function
Consumption Function
Saving Function
a
0 y’
45 o
C = a + bY
-a
Consumption
C
Saving
S
0
Saving
Where a = autonomous & b = MPC
When Y = 0, C = a So, 0 = a + S i.e S = -a
Y = C + S
When Y = Y’, C = Y’, S = 0 So, Y’ = Y’ + S i.e. S = 0
Y = C + S
Y = (a + bY) + S
Y – (a + bY) = S
Y – a – bY = S
-a + Y – bY = S
-a + Y( 1 - b) = S (1-b) = MPS
Disposable Income
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Determinants of ConsumptionDeterminants of Consumption
1. Disposable Income
The most important determinant
of consumption
1. Credit Availability
2. Stock of Liquid Assets in the hands
of consumers
3. Stock of Durable Goods4. Keeping up with the neighbors..
5. Consumer Expectations
The Determinants of