ELASTICITY OF DEMAND. ScenarioPriceQuantity demanded A92 B84 C5.59 D4.511 E216 F118 We start with a...
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Transcript of ELASTICITY OF DEMAND. ScenarioPriceQuantity demanded A92 B84 C5.59 D4.511 E216 F118 We start with a...
![Page 1: ELASTICITY OF DEMAND. ScenarioPriceQuantity demanded A92 B84 C5.59 D4.511 E216 F118 We start with a hypothetical demand schedule From the left-side Table.](https://reader036.fdocuments.net/reader036/viewer/2022062407/56649ea45503460f94ba8387/html5/thumbnails/1.jpg)
ELASTICITY OF DEMAND
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Scenario Price Quantity demanded
A 9 2
B 8 4
C 5.5 9
D 4.5 11
E 2 16
F 1 18
We start with a hypothetical demand schedule
From the left-side Table we observe that from A to B, Change of price is -1, and change of quantity demanded is 2. Similarly from C to D, Change of price is -1, and change of quantity demanded is 2. and from E to F, Change of price is -1, and change of quantity demanded is 2.
So, our hypothetical demand curve will be linear similar to left one.
AB
CD
EF
Quantity demanded
P
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Calculation of Elasticity
Elasticity between the point A and B =
There are two issues to calculate percentage change. Issues are (1) which one be Base price ? And (2) Which one be Base quantity ?
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Scenario Price Quantity demanded
A 9 2
B 8 4
C 5.5 9
D 4.5 11
E 2 16
F 1 18
Calculation of Elasticity on a linear demand curve:-
A to B
In our calculation we didn’t address the issue (problem). Our Base price and quantity are initial price and quantity. In order to address the issue we can calculate elasticity taking average of initial value and next value.
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Calculation of elasticity taking average of initial value and next value:-
Scenario Price Quantity demanded
A 9 2
B 8 4
C 5.5 9
D 4.5 11
E 2 16
F 1 18
Practice calculating elasticity between C and D; E and F points
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AB
CD
EF
Elasticity is greater than 1
Elasticity is less than 1
Elasticity is equal to 1
Elasticity along a linear demand curve
An important point is when unit of change between two points are same but % change is different. Why ?
The answer is – because of initial value. the percentage change in price becomes smaller when the initial value is larger.
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1) a price increase from $1 to $2 represents a 100% increase in price,
2) a price increase from $2 to $3 represents a 50% increase in price,3) a price increase from $3 to $4 represents a 33% increase in price, and4) a price increase from $10 to $11 represents a 10% increase in price.
Notice that, even though the price increases by $1 in each case, the percentage change in price becomes smaller when the initial value is larger.
Examples:-
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PRICE ELASTICITY OF DEMAND Demand is said to be:
elastic when Ed > 1, unit elastic when Ed = 1, and inelastic when Ed < 1.
ELASTICITY IN DIAGRAM:-
(a) Elastic demand (b) Unit-elastic demand © Inelastic demand
Elasticity range from 0 to infinity
Q Q Q
P D P D P D
D D D
10% more than 10%
10% equal to10% 10% less than 10%
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The price drops by 1 percent, causing the quantity demanded increase by 2 percent, so demand is therefore what ? Elastic or inelastic, is it greater than one, equal to one, or less than one. ? What would happen if quantity demanded increase by half percent instead of 2 percent ?
Quiz
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What are the determinants of price elasticity of demand ?
Rice Coffee Tea
Shoe BMW car Salt
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Is it essential for livelihood ?Major share of budget is spent for what ?Do the commodities have close substitution ?
What are the determinants of price elasticity of demand.
Essential goods like rice, salt have inelastic demand curve mean quantity demanded is less responsive to change of price of the goods. On the otherhand luxury goods has high responsive demand curve.
0 Quantity
High responsive demand curve i.e. elastic
Less responsive demand curve i.e. inelastic
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DP
Quantity 0
Highly inelastic because very essential and no substitution.
These commodities are not essential for life; moreover, tea and coffee are close substitute for each other. So, their demand curve should be elastic
D
D
D
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Scenario Price Quantity demanded
Total Revenue
A 9 2 18
B 8 4 32
C 5.5 9 49.5
D 4.5 11 49.5
E 2 16 32
F 1 18 18
2 4 9 11 16 180
10
20
30
40
50
60 Total Revenue
Quantity demanded
TR
Total Revenue and E
lasticity
TR = Price * Quantity
Ed < 1
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2 4 9 11 16 180
10
20
30
40
50
60
0 1 2 3 4 5 6 7 8 9 100
2
4
6
8
10
12
14
16
18
20
Total Revenue and E
lasticity
TR up
TR down
Ed < 1
Ed > 1Ed = 1