Session3(mba)
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Transcript Session3(mba)
Market Demand and the
Pricing Decision
Session 3
Professor Dermot McAleese
OUTLINE
Rational consumer
Market demand curve
Elasticities of demand
Estimating the demand curve
Pricing decision
WHAT IS A RATIONAL CONSUMER?
The rational individual behaves in a way which most people
would consider an acceptable approximation of reality – they
maximise utility
Assumptions
comparability
non-satiation
consistency
convexity
independent utilities
Challenges to assumptions
insufficient information to rank preferences
uncertain utility from the consumption of a particular good or service
satisfaction obtained from the consumption of a good because others are
unable to afford it
THE MARKET DEMAND CURVE
The market demand curve is derived by the
addition of individual demand curves in a process
of lateral summation.
K’
P1
K
P
O
J’
J
Individual J
O H’ H
Individual H
O
S
R
Market demand
PRICE ELASTICITY OF DEMAND
E(
% changein quantitydemanded
% changein price
Determinants
range of available goods
definition of the product
share of spending in consumer’s budget
time period
INCOME ELASTICITY OF DEMAND
E( y
% changein quantitydemanded
% changein disposableincome
luxury goods (E > 1)
necessities (0 < E <1)
inferior goods (E < 0)
CROSS-PRICE ELASTICITY OF
DEMAND
E ( x, y
% changein quantitydemandedof x
% changein price of y
substitutes
complements
…within the relevant price range
Table. 1 Price and income elasticities for the service sector
Price
Income
Services
Housing
Health
Purchased transport
Communications
Recreation
Education
Government
-0.73
-0.82
-1.11
-1.63
-0.97
-0.55
-1.36
1.186
1.582
0.955
1.315
1.410
0.959
1.071
Total services
-0.32
0.979
Mixed (industry and services)
Fuel and power
Other household
Transport
-0.86
-1.28
-1.24
0.967
0.986
1.418
Total Services and Mixed
-0.28
1.013
Source: R.E. Falvey and N. Genmell, ‘Are services income-elastic?: some
new evidence’, Review of Income and Wealth, September 1996.
Table. 2 Consumption of alcoholic beverages: shortrun and long-run elasticities for beer, spirits
and wine in Canada
Short run
Long run
Beer
Price
Income
Warm days
-0.27
0.48
0.03
Price
Income
Warm days
-0.28
0.46
0.10
Spirits
Price
Income
-0.45
0.85
Price
Income
0.84
1.33
Wine
Price
Income
-0.86
1.13
Price
Income
-1.26
2.59
Source: J. Johnson et al., ‘Short-run and long-run elasticities for Canadian
consumption of alcoholic beverages’, Review of Economics and Statistics
(February 1992).
ESTIMATING A DEMAND FUNCTION
Think of a demand function of general form:
Qi = 0 + 1Y - 2Pi + 3Ps - 4Pc + 5Z+ e
where:
Qi = quantity demanded of good i
Pi = price of good i
Ps = price of substitute(s)
Pc = price of complement(s)
Z = other relevant determinants of demand
e = error term representing random factors
Then follow these steps:
Identify independent variables:
income, own price, price of substitutes and complements, other influences
Decide on form of function:
linear, log linear, translog; lag structure; prior constraints
Determine statistical estimation techniques:
ordinary least squares is one of a large number of possible estimation techniques
Derive parameters:
often reported as short-term and long-term elasticities
Evaluate results and cross-check with other procedures:
surveys, marketing tests, managers' opinions
Set up different scenarios of future Y, P, and Z and use
simulations to derive forecasts for Q
WHY DEMAND ANALYSIS IS USEFUL TO BUSINESS
Forecasting and projecting trends in demand
Price forecasting
Estimating the incidence of tax
Market segmentation and pricing
Defining the market through cross elasticities
Understanding market structure
PRICE ELASTICITIES AND THE PRICING
DECISION
Marginal revenue curve
(finding the price that will maximise revenue)
Market segmentation
(separating high and low price elasticity segments; different prices to
different groups of consumers)
Finding a market niche
(to escape constraints of prefect competition and to make the demand curve
inelastic to some degree)
Competitors’ reactions
(price wars and non-price competition)
MARKET SEGMENTATION
P
1
2
3
4
5
6
7
8
9
10
P
10
Q
10
9
8
7
6
5
4
3
2
1
TR
10
18
24
28
30
30
28
24
18
10
MR
8
6
4
2
0
-2
-4
-6
-8
E(P)>1
E(P)=1
6
E(P)<1
D
O
5
MR
10 Q