Demand N Elasticity
Demand N Elasticity
Demand N Elasticity
And
Elasticity of
Demand
Presentation
By:
Demand
to V Purchase at sVarious
a rio u s P rice d u rin g PPrices
e rio d o fd
Definitions of
• Demand
Demand
refers to the
Quantities of Commodity that
the Consumers are Able to
Buy at each possible Price
during a given Period of Time,
other things being equal.
By : Ferguson
3
m
an
d
Slopes Downwards
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rv
D
em
Price
3
an
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C
ur
2
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D
X
0
3 5 7 9
Quantity
Why does Demand
Curve Slope Downward?
• Income Effect : It is the Effect that a
Change in a Person’s Real Income
caused by Change in the Price of a
Commodity has on the Quantity of that
Commodity. In other words, the
Increase in Demand on Account of
Increase in Real Income is known as
Income Effect.
• Substitution Effect : It is the Effect that a
Change in Relative Prices of Substitute
Goods has on the Quantity Demanded.
Why does Demand
Curve Slope Downward?
• Different Uses: Demand for
Commodities with
Alternative Uses tends to
Extend Consequent upon
the fall in their prices.
• Size of Consumer Group:
When the Price of a
Commodity falls, then many
Consumers, who are unable
to buy that Commodity at
Exceptions to Law of
Demand
• Article of Distinction or Veblen
Goods: Goods like Jewellery,
Diamonds & Gems are
considered as Articles of
Distinction. These Goods
command More Demand when
their Prices are High.
• Ignorance: Many a time,
Consumers out of sheer
Ignorance or Poor Judgment
Exceptions to Law of
Demand
• Giffen Goods : Giffen Goods are
those Inferior Goods whose
Demand falls even when their
Prices Falls. For example, ‘Bajra’.
Only those Inferior Goods are
called Giffen Goods where Law
of Demand Fails.
• Expectation of Rise or Fall in Price
in Future: If Prices are likely to
Rise More in the Future then
even at the Existing Higher Price
Expansion & Contraction
in Demand
Expansion & Contraction
Y
in Demand
D
P``
Price Contraction of Demand
P
Expansion of Demand
P`
D
O X
L M N
Quantity Demanded
Increase & Decrease in
Demand
Increase & Decrease in
Demand
Increase in Demand Decrease in Demand
D` D
D D`
Price
Price
D` D
D D`
4 will Cause an
Infinite Change in
Demand.
• A very little Rise in
Price causes the
Demand to Fall to
0 10 20 30 X
Zero and a very
Quantity little Fall in Price
causes Demand to
Perfectly Inelastic
Demand
Y • Perfectly
E = D Inelastic
0 Demand is
6
Price ( Rs .)
one in which a
Change in
4
Price
Produces No
2
D Change in the
0 2 4 6
X
Quantity
Demanded.
Quantity
• In this case,
Unitary Elastic
Y
Demand
• Unitary Elastic
Demand is
D
one in which
a % Change
Price ( Rs .) (%)
E =
in Price
1 Produces an
Equal %
T D
Change in
Demand.
O M N X
• This type of
Quantity (%) Demand
Greater than Unitary
Elastic Demand
Y • Greater than
D Unitary Elastic
P
Demand is one
Price ( Rs .) (%)
E>
1 in which a
T
D
Given %Change
in Price
Produces
Relatively more
X
%Change in
O M N
Demand.
Quantity (%) • In this case
Less than Unitary
Y
Elastic Demand
• Less than
D Unitary Elastic
Demand is one
Price ( Rs .) (%)
P
E< 1
in which a
given %
T Change in Price
Produces
D
Relatively Less
X
% Change in
M N
O Demand
Quantity (%) • In this case,
Point Elasticity of
Demand
• Refers to Measuring the Elasticity
at a Particular Point on Demand
Curve.
• Makes Use of Derivative Changes
Rather than Finite Changes in
Price & Quantity.
dq p
×
• Defined As:
dp q
• dq
• dp
Where, is the derivative of
Point Elasticity of
Demand
Upper Segment
Y
Point Elasticity = E = ∞
Lower Segment
M
PM E>1
=
PN A
Price ( Rs )
E =1
• As we Move
P
from N to M, E<1
Elasticity Goes Mid
B
E =0
Poi
on Increasing. nt X
O N
At Mid Point, Quantity
Ep = 1, at N Ep
Arc Elasticity of
Demand
• When Elasticity is Y
to be found
between 2 Points, P1 A Arc Elasticity
we q use Arc
1 − q2 p1 + p2
Price ( Rs )
Elasticity =
Elasticity. × B
q1 + q 2 p1 − p2 P2
Where ,
p1 = Original
Price
q1 = Original Q1 Q2
X
O
Quantity Quantity
p 2 = New Price
Arc Elasticity of
Demand
For Example, Find Elasticity of Radios
Between:
p1 = Rs. 500 q1 = 100
p2 = Rs. 400q1 − qq22 =p1150+ p2
Elasticity = ×
q1 + q 2 p1 − p2
50 900
Ep = ×
250 100
Ep = 1.8
Total Expenditure (Outlay)
Method
• This Method was evolved by
Dr. Alfred Marshall.
• According to this Method, To
Measure the Elasticity of
Demand it is Essential to
Know How Much & In What
Direction the Total
Expenditure has Changed as
a Result of Change in the
Total Expenditure
(Outlay) Method
Elasticity of Price Total
Demand Expenditure
Greater than ↑ ↓
Unity i . e . E p ↑
> 1 ↓
Unity Same Unchanged
i.e. Ep = 1 Same Unchanged
Less than ↑ ↑
Unity ↓ ↓
i.e. Ep < 1
Total Expenditure
(Outlay)
Y
Method
T
A
R E>1
Price ( Rs .) B
N
E = 1
M C
P E<1
E D
X
O
Total Expenditure
Determinants of Price
Elasticity of Demand
• Availability of Substitutes
• Position of Commodity in
Consumer’s Budget
• Nature of Need that a
Commodity Satisfies
• Number of Uses to which a
Commodity is Put
• Period
• Consumer Habits
Income Elasticity of
Demand
• Income Elasticity of Demand is
the Degree of Responsiveness of
Quantity Demanded of a Good to
a Small Change in the Income of
Consumer.
% Change in Quantity
Ey Demanded
= % Change in
Income
Degrees of Income
Elasticity of Demand
• Positive Income Elasticity of
Demand
- Unitary Income Elasticity of
Demand
- Less than Unitary Income
Elasticity of Demand
- More than Unitary Income
Positive Income Elasticity
• Income
of Demand
Y
Elasticity of
Demand for a DY
Good is
A
Positive, When
Income
with an B
Increase in the
Income of a
Consumer, his DY
Demand for O Q Q X
the Good
Quantity
Increases and
Negative Income
Elasticity of Demand
• Income Elasticity
Y
of Demand is
Negative when
DY
Increase in the
Income of the 20
Income
Consumer is 15
Accompanied
by Fall in 10
Demand of a 5
DY
Good
O 1 2 3 4
• It is Negative in X
Quantity
case of Inferior
Zero Income Elasticity of
DemandY
• Income DY
Elasticity of
Demand is
Zero, When 20 B
Change in the
Income
15
Income of
Consumer 10 A
evokes No 5
Change in his DY
X
Demand. O 1 2 3 4 5
P1 E1 Goods.
• For example,
( Rs .)
P E
Rise in the
Price of
DS Coffee will
lead to
O Q Q1 X Increase in
Quantity of Tea Demand for
Negative Cross Elasticity
of Demand
• It is Negative Y
in Case of
Complementa DC
Price of Bread
ry Goods.
E1
P1
• For example,
Rise in Price
of Bread will E
P
bring Down
the Demand DC
for Butter. O Q1 Q X
Q3 to Q8
• XYZ are 3 Commodities where X &
Y are Complements whereas X &
Z are Substitutes.
• A Shopkeeper sells Commodity X at
Rs.40 per piece. At this price he is
able to sell 100 pieces of X per
month. After some time he
decreases the price of X to Rs. 20.
Following the Price Decrease:
– He is able to sell 150 pieces of X per
month
Q3
The Price Elasticity of Demand
a)+1
b)-1
c)-1.5
d)+1.5
Q5
The Cross Elasticity of Z when
Demand are:
a)Veblen Goods
b)Giffen Goods
c)Both
d)None
Q
15
If the Income Elasticity is
changes by Larger
Percentage than does
Price, Elasticity is termed
as:
a)Inelastic
b)Perfectly Elastic
c)Elastic
Q
17
If the Price of Good A
Result of:
a)Decrease in the number of
Consumers
b)Increase in the Price of the
Good Concerned
c)Increase in the Prices of
Q
19
In
case of Straight Line
Demand Curve meeting the
two axes, the Price Elasticity
of Demand at the mid-point of
the line would be:
a)0
b)1
c)1.5
d)2
Q
20
If the Demand of a Good is
Determinants of Demand
Except
a)Taste & Preferences
b)Quantity Supplied
c)Income
d)Price of Related Goods
Q
22
The Law of Demand refers
to______
a)Price-Supply Relationship
b)Price-Cost Relationship
c)Price-Demand
Relationship
d)Price-Income
Relationship