Elasticity of Demand
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Transcript of Elasticity of Demand
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Elasticity of Demand
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Price Elasticity of DemandPrice Elasticity of Demand
• Defining price elasticity of demand (PeD)
– measures the strength of response of consumer demand to a change in price.
– Measures our reaction to a change in price
• Defining price elasticity of demand (PeD)
– measures the strength of response of consumer demand to a change in price.
– Measures our reaction to a change in price
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Price Elasticity of Demand and Consumer Expenditure
Price Elasticity of Demand and Consumer Expenditure
• Defining Total consumer Expenditure
TE = P × Q
• Illustrating TE graphically
• Defining Total consumer Expenditure
TE = P × Q
• Illustrating TE graphically
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0
1
2
3
4
0 1 2 3 4 5
Consumers’ total expenditure =
firms’ total revenue=
£2 x 3m = £6m
Consumers’ total expenditure =
firms’ total revenue=
£2 x 3m = £6m
P(£)
Q (millions of units per period of time)
D
Total expenditureTotal expenditure
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Price Elasticity of Demand and Consumer Expenditure
Price Elasticity of Demand and Consumer Expenditure
• Effects of a price change: elastic demand– Price rises Total Expenditure falls
• Effects of a price change: elastic demand– Price rises Total Expenditure falls
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4
20
P(£)
Q (millions of units per period of time)
0
aD
Elastic demand between two pointsElastic demand between two points
Expenditure fallsas price rises
5
10
b
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P(£)
Q (millions of units per period of time)
0
aD
Elastic demand between two pointsElastic demand between two points
4
20
5
10
b
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Price Elasticity of Demand and Consumer Expenditure
Price Elasticity of Demand and Consumer Expenditure
• Effects of a price change: inelastic demand– Price rises: Total Expenditure rises
• Effects of a price change: inelastic demand– Price rises: Total Expenditure rises
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Expenditure risesas price rises
a4
20
P(£)
Q (millions of units per period of time)
0
D
Inelastic demandInelastic demand
8
15
c
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Price Elasticity of DemandPrice Elasticity of Demand
• Applications to pricing decisions
• Applications to tax decisions
Income Elasticity (at end)• Revenue predictions
• Government revenue changes from taxes on products
• Applications to pricing decisions
• Applications to tax decisions
Income Elasticity (at end)• Revenue predictions
• Government revenue changes from taxes on products
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Price Elasticity of DemandPrice Elasticity of Demand
• Measuring price elasticity of demand
– use of percentage changes
– the sign: positive or negative?
– the value: greater or less than 1?
• Measuring price elasticity of demand
– use of percentage changes
– the sign: positive or negative?
– the value: greater or less than 1?
% change in QD
% change in P
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Price Elasticity of DemandPrice Elasticity of Demand
• Measuring price elasticity of demand
– greater than -1 then price elastic
– less than -1 then price inelastic
• Measuring price elasticity of demand
– greater than -1 then price elastic
– less than -1 then price inelastic
% change in QD
% change in P
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Price Elasticity of DemandPrice Elasticity of Demand
• Determinants of price elasticity of demand
– availability of substitute goods
– proportion of income spent on the good
– habit
– fashion
– frequency of purchase
• Determinants of price elasticity of demand
– availability of substitute goods
– proportion of income spent on the good
– habit
– fashion
– frequency of purchase
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Elastic or Inelastic?Elastic or Inelastic?
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Elastic or InelasticElastic or Inelastic
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Elastic or InelasticElastic or Inelastic
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Elastic or Inelastic?Elastic or Inelastic?
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Elastic or InelasticElastic or Inelastic
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Elastic or Inelastic?Elastic or Inelastic?
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Measuring Elasticity
% change in QD
% change in P
÷Change in QD
Original QD
Change in P
Original P
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0
2
4
6
8
10
0 10 20 30 40 50
P (£)
Q (000s)
Demand
m
n
Measuring ElasticityMeasuring Elasticity
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Price elasticity of demand
% change in QD
% change in P
÷10
10
2
8
= 4
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Price Elasticity of Demand and Consumer Expenditure
Price Elasticity of Demand and Consumer Expenditure
• Special cases– PeD = 0
• Special cases– PeD = 0
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P2
P
QO Q1
P1
D
b
a
Totally inelastic demand (PD = 0)Totally inelastic demand (PD = 0)
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Price Elasticity of Demand and Consumer Expenditure
Price Elasticity of Demand and Consumer Expenditure
• Special cases– PeD = 0
– PeD =
• Special cases– PeD = 0
– PeD =
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Q2
P
QO Q1
P1 Da b
Infinitely elastic demand (PD = )Infinitely elastic demand (PD = )
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Price Elasticity of Demand and Consumer Expenditure
Price Elasticity of Demand and Consumer Expenditure
• Special cases– PeD = 0
– PeD = – PeD = –1
• Special cases– PeD = 0
– PeD = – PeD = –1
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P
QO 40
20
D
100
8
a
Unit elastic demand (PD = –1)Unit elastic demand (PD = –1)
b
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Price Elasticity of Demand and Consumer Expenditure
Price Elasticity of Demand and Consumer Expenditure
• Special cases– PeD = 0 – perfectly inelastic
– PeD = - perfectly elastic
– PeD = –1 – unitary elasticity
• Special cases– PeD = 0 – perfectly inelastic
– PeD = - perfectly elastic
– PeD = –1 – unitary elasticity
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Demand Changes with IncomeDemand Changes with Income
• Consumers increase the demand for most good when income rises – NORMAL GOODS
• Demand for a good may fall when income rises and vice versa – INFERIOR GOODS
• Consumers increase the demand for most good when income rises – NORMAL GOODS
• Demand for a good may fall when income rises and vice versa – INFERIOR GOODS
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The London Restaurant marketThe London Restaurant market
• Watch the video clips and comment on the types of goods and their elasticities:– Restaurant Food
– Prepacked sandwiches
– Sandwich boxes
• Watch the video clips and comment on the types of goods and their elasticities:– Restaurant Food
– Prepacked sandwiches
– Sandwich boxes
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Goods can be both!Goods can be both!
• Bread
• NORMAL if you are on a low income
• INFERIOR for higher income earners
• Bread
• NORMAL if you are on a low income
• INFERIOR for higher income earners
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Other ElasticitiesOther Elasticities
• Income elasticity of demand– measurement– determinants
• degree of necessity• rate at which people are satisfied• level of income
– Applications – we can work out the effect of a price change/tax change
• Income elasticity of demand– measurement– determinants
• degree of necessity• rate at which people are satisfied• level of income
– Applications – we can work out the effect of a price change/tax change
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Income ElasticityIncome Elasticity
• If sellers know the income elasticity of their product they can predict what will happen to their revenue when incomes change
• The Government would also be able to predict changes in revenue from taxes on products
% Change in demand
% Change in Income
• If sellers know the income elasticity of their product they can predict what will happen to their revenue when incomes change
• The Government would also be able to predict changes in revenue from taxes on products
% Change in demand
% Change in Income
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If income rises?If income rises?
• Some products are still out of our reach. How much is an Aston Martin? £183,000
• Some products we will buy no more of. Eg a newspaper
• Some we will buy a little more of eg food. (Food is income inelastic in a high-income economy such as ours).
• Some we will buy more of eg entertainment, meals out. Income elasticity tends to be greater than 1
• Some we will buy less of eg no more Tesco Value for me or white bread!
• Some products are still out of our reach. How much is an Aston Martin? £183,000
• Some products we will buy no more of. Eg a newspaper
• Some we will buy a little more of eg food. (Food is income inelastic in a high-income economy such as ours).
• Some we will buy more of eg entertainment, meals out. Income elasticity tends to be greater than 1
• Some we will buy less of eg no more Tesco Value for me or white bread!
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Income ElasticityIncome Elasticity
• A normal good will always have a positive income elasticity because quantity demanded and income either both increase (+/+) or both decrease (-/-)
• An inferior good will always have a negative elasticity - opposite signs each way
• A normal good will always have a positive income elasticity because quantity demanded and income either both increase (+/+) or both decrease (-/-)
• An inferior good will always have a negative elasticity - opposite signs each way
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Giffen GoodsGiffen Goods
• Theory by Sir Robert Giffen!
• A giffen good is a special sort of inferior good
• Giffen observed that the consumption of bread increased as the price rose
• Bread was the staple food of those on low incomes – bread would ‘fill’ empty stomachs! And as its price had risen they could afford less luxuries like meat and so bought more bread
• Theory by Sir Robert Giffen!
• A giffen good is a special sort of inferior good
• Giffen observed that the consumption of bread increased as the price rose
• Bread was the staple food of those on low incomes – bread would ‘fill’ empty stomachs! And as its price had risen they could afford less luxuries like meat and so bought more bread
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Income EffectIncome Effect
• If the price of a good rises, the real income of a consumer falls
• Cannot buy the same basket of goods and services as before.
• If the price of a good rises, the real income of a consumer falls
• Cannot buy the same basket of goods and services as before.
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SubstitutionSubstitution
• If the price of a good rises, consumers will buy less of that good and more of others because it is relatively more expensive.
• If the price of a good rises, consumers will buy less of that good and more of others because it is relatively more expensive.
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Cross ElasticityCross Elasticity
• The quantity demanded of a good varies according to the price of other goods
• Eg a rise in the price of beef would increase demand for pork (substitute)
• A rise in the price of cheese would lead to a fall in demand for macaroni (complement)
• The quantity demanded of a good varies according to the price of other goods
• Eg a rise in the price of beef would increase demand for pork (substitute)
• A rise in the price of cheese would lead to a fall in demand for macaroni (complement)
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Cross ElasticityCross Elasticity
% ∆ Q demanded good X
% ∆ Price of another good Y
• Two goods which are substitutes will have a positive cross elasticity
• Two goods which are complements will have a negative cross elasticity
• The cross elasticity of goods which have little relationship to each other would be zero (independents)
% ∆ Q demanded good X
% ∆ Price of another good Y
• Two goods which are substitutes will have a positive cross elasticity
• Two goods which are complements will have a negative cross elasticity
• The cross elasticity of goods which have little relationship to each other would be zero (independents)
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Example – positive cross elasticityExample – positive cross elasticity
• A rise in the price of fish may cause demand for chicken to increase (substitutes)
• A rise in the price of fish may cause demand for chicken to increase (substitutes)
Pri
ce o
f F
ish
Quantity of Chicken Demanded
What will have happened to the demand curve for chicken?
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Example – negative cross elasticityExample – negative cross elasticity
• A rise in the price of air travel causes a fall in the demand for foreign holidays (complementary goods)
• A rise in the price of air travel causes a fall in the demand for foreign holidays (complementary goods)
Quantity of foreign holidays demanded
Pri
ce o
f ai
r tr
avel
What will have happened to the demand curve for foreign holidays?
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Example – zero cross elasticityExample – zero cross elasticity
• A rise in the price of apples leaves the demand for gloves unaffected!
• However we must remember that a change in the price of a product affects our purchasing power and may affect the demand for an unrelated product.
• A rise in the price of apples leaves the demand for gloves unaffected!
• However we must remember that a change in the price of a product affects our purchasing power and may affect the demand for an unrelated product.
Quantity of gloves demanded
Pri
ce o
f ap
ple
s
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The significance of cross elasticityThe significance of cross elasticity
• Firms may realise that if a product has a high positive cross-elasticity, then a decrease in price will attract more customers.
• A low positive cross –elasticity gives a firm more power to raise the price.
• A high negative cross elasticity means lowering the price of the cheaper complement can increase sales of the other product.
• Firms may realise that if a product has a high positive cross-elasticity, then a decrease in price will attract more customers.
• A low positive cross –elasticity gives a firm more power to raise the price.
• A high negative cross elasticity means lowering the price of the cheaper complement can increase sales of the other product.