chapter 5 - benjamin a....
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5 - 2 Copyright © 2012 Pearson Addison-Wesley. All rights reserved.
Topics
• Deriving Demand Curves.
• How Changes in Income Shift Demand Curves.
• Effects of a Price Change.
• Cost-of-Living Adjustments.
• Deriving Labor Supply Curves.
5 - 3 Copyright © 2012 Pearson Addison-Wesley. All rights reserved.
Figure 5.1 Deriving
an Individual’s
Demand Curve
26.70
Initial Values
Pb = price of beer = $12
PW = price of wine = $35
Y = Income = $419.
W = YPW
-PbPW
b
Budget Line, L
12.0
2.8
12.0
26.70
pb, $ p
er
unit
e1
E1
I1
Beer (b), Gallons per year
Win
e, (W
) , G
allo
ns p
eryear
(b) Demand Curve Initial optimal bundle of
beer and wine
Beer (b), Gallons per year
L1 (pb = $12)
(a) Indifference Curves and Budget Constraints
5 - 4 Copyright © 2012 Pearson Addison-Wesley. All rights reserved.
Figure 5.1 Deriving
an Individual’s
Demand Curve
New Values
Pb = price of beer = $6
PW = price of wine = $35
Y = Income = $419.
W = YPW
-PbPW
b
Budget Line, L
Price of beer goes down!
4.3
12.0
2.8
12.0
6.0
26.70
pb, $ p
er
unit
L2 (pb
= $6)
26.70 44.5
e2
e1
I1
I2
Beer (b), Gallons per year
Win
e, (W
) , G
allo
ns p
eryear
(b) Demand Curve
Beer (b), Gallons per year
L1 (pb = $12)
E1
44.5
E2
(a) Indifference Curves and Budget Constraints
5 - 5 Copyright © 2012 Pearson Addison-Wesley. All rights reserved.
Figure 5.1 Deriving
an Individual’s
Demand Curve
New Values
Pb = price of beer = $4
PW = price of wine = $35
Y = Income = $419.
W = YPW
-PbPW
b
Budget Line, L
Price of beer goes down
again!
4.3
5.2
12.0
2.8
12.0
6.0
4.0
26.70 44.5 58.9
pb, $ p
er
unit
L2 (pb = $6) L3 (pb
= $4)
26.70 44.5 58.9
e
e1
I1
I2
I3
Beer (b), Gallons per year
D1, Demand for Beer
Price-consumption curve
Win
e, (W
) , G
allo
ns p
eryear
(a) Indifference Curves and Budget Constraints
(b) Demand Curve
Beer (b), Gallons per year
L1 (pb = $12)
E1
2
E2
e3
E3
5 - 6 Copyright © 2012 Pearson Addison-Wesley. All rights reserved.
Price-Consumption Curve
• A line through optimal bundles at each
price of one good (beer) when the price of
the other good (wine) and the budget are
held constant.
• The demand curve corresponds to the
price-consumption curve.
5 - 10 Copyright © 2012 Pearson Addison-Wesley. All rights reserved.
Effects of a Rise in Income
• Engel curve - the relationship between
the quantity demanded of a single good
and income, holding prices constant.
• Income-consumption curve shows how
consumption of both goods changes when
income changes, while prices are held
constant.
5 - 11 Copyright © 2012 Pearson Addison-Wesley. All rights reserved.
Y1
Figure 5.2 Effect of a
Budget Increase on an
Individual’s Demand Curve
Initial Values
Pb = price of beer = $12
PW = price of wine = $35
Y = Income = $419.
W = YPW
-PW
b
Budget Line, L
Pb
Win
e, G
allo
ns p
er
year
0
2.8
26.7 Beer, Gallons per year
0
12
0
26.7 Beer, Gallons per year
26.7 Beer, Gallons per year
I1
Pri
ce o
f beer,
$ p
er
unit
Y, B
udget
E1
= $419
L1
e1
D1
E1*Income goes up!
$628
5 - 12 Copyright © 2012 Pearson Addison-Wesley. All rights reserved.
Initial Values
Pb = price of beer = $12
PW = price of wine = $35
Y = Income = $419.
W = YPW
-PW
b
Budget Line, L
Pb
Income goes up!
$628
Win
e, G
allo
ns p
eryear
0
2.8
4.8
38.226.7 Beer, Gallons per year
0
12
0
38.226.7 Beer, Gallons per year
38.226.7 Beer, Gallons per year
I2
I1
Pri
ce o
f beer,
$ p
er
unit
Y, B
udget
e2
E1
Y1 = $419
Y2 = $628
L2
L1
e1
D1D2
E1*
E2
E2*
Figure 5.2 Effect of a
Budget Increase on an
Individual’s Demand Curve
5 - 13 Copyright © 2012 Pearson Addison-Wesley. All rights reserved.
Y
Y
Y
Initial Values
Pb = price of beer = $12
PW = price of wine = $35
Y = Income = $837.
W = YPW
-PW
b
Budget Line, L
Pb
Income goes up again!W
ine, G
allo
ns p
eryear
Income-consumption curve
Engel curve for beer
0
2.8
4.8
7.1
49.138.226.7 Beer, Gallons per year
0
12
0
49.138.226.7 Beer, Gallons per year
49.138.226.7 Beer, Gallons per year
I2I3
I1
Pri
ce o
f beer,
$ p
er
unit
Y, B
udget
e2
E1
1 = $419
2 = $628
3 = $837
L3
L2
L1
e1
D1D2D3
E1*
E2
E2*
E3
E3*
e3
Figure 5.2 Effect of a
Budget Increase on an
Individual’s Demand Curve
5 - 16 Copyright © 2012 Pearson Addison-Wesley. All rights reserved.
Consumer Theory and Income Elasticities
• Formally,
where Y stands for income.
• Example
If a 1% increase in income results in a 3% decrease in
quantity demanded, the income elasticity of demand is
x = -3%/1% = -3.
Q
Y
Y
Q
Y
Y
Q
Q
Y
Q
%
%x
5 - 17 Copyright © 2012 Pearson Addison-Wesley. All rights reserved.
Consumer Theory and Income Elasticities
(cont.)
• Normal good - a commodity of which as
much or more is demanded as income
rises.
Positive income elasticity.
• Inferior good - a commodity of which less
is demanded as income rises.
Negative income elasticity.
5 - 18 Copyright © 2012 Pearson Addison-Wesley. All rights reserved.
Figure 5.3 Income-Consumption
Curves and Income Elasticities
• As income rises the budget constraint shifts to the right. The income
elasticities depend on….
• …where on the new budget constraint the new optimal consumption bundle will be
Ho
usin
g,
Sq
ua
refe
et
pery
ear
Food, Pounds peryear
Food normal,
housing normal
Food inferior,housing normal
Food normal,housing inferior
b
c
e
a
L1
L2
I
ICC2
ICC1
ICC3
5 - 19 Copyright © 2012 Pearson Addison-Wesley. All rights reserved.
Figure 5.4 A Good
That Is Both Inferior
and Normal
• When Gail was poor and her income increased..
…she bought more hamburger
• But as she became wealthier and her income rose…
….she bought less hamburger and more steak.
Y2
Y1
Y1
Y2
Y3
Y3
L1
Y,
Inco
me
L2
L3
e2
e3
e1
E2
E3
E1
I1
I 2
I 3
Hamburger peryear
Income-consumption curve
Hamburger peryear
yA
ll o
the
r go
od
s p
er
ea
r
(a) Indifference Curves and Budget Constraints
(b) Engel Curve
Engel curve
5 - 20 Copyright © 2012 Pearson Addison-Wesley. All rights reserved.
Effects of a Price Change
• Substitution effect - the change in the quantity of a good that a consumer demands when the good’s price changes, holding other prices and the consumer’s utility constant.
• Income effect - the change in the quantity of a good a consumer demands because of a change in income, holding prices constant.
5 - 21 Copyright © 2012 Pearson Addison-Wesley. All rights reserved.
Figure 5.5 Substitution and Income
Effects with Normal Goods
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Figure 5.6
Giffen Good
When the price of movie tickets
decreases the budget constraint
rotates out…
allowing the consumer to
increase her utility.
Nevertheless, the total effect is negative. WHY?
Baske
tba
ll,T
icke
ts p
er
year
Movies, Tickets per year
L1
Total effect
L2
e1
e2
I1
I2
5 - 23 Copyright © 2012 Pearson Addison-Wesley. All rights reserved.
• Even though the substitution
effect is positive….
…the income effect is larger
and negative (since this is an
inferior good).
Bas k
etb
all,
Tic
k ets
perye
ar
Movies, Tickets per year
L1
L*
Income effect
Substitution effect
L2
e1
e2
e*
I1
I2
Total effect
Figure 5.6
Giffen Good