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Monopoly
and
Dominant
FirmsChapter
11"Monopoly"
conjures
images
of
hugeprofits,great
wealth,
and
indiscriminate
power,labeled
robber
barons.But
some
monopolies
are
not
very
profitableOthers
dominate
their
industryStill
others
are
regulated
by
State
Public
Service
orUtility
Commissions,
and
may
have
very
lowratesof
return
on
invested
capital.Regulated
monopolies
are
known
as
utilities.
2005South-Western
PublishingSources
of
Market
Power
for
a
MonopolistLegal
restrictions
--
copyrights
&
patents.Control
of
critical
resources
creates
marketpower.Government-authorized
franchises,
such
asprovided
to
cable
TVcompanies.Economies
of
size
allow
larger
firms
to
produce
atlower
cost
than
smallerfirms.Brand
loyalty
and
extensive
advertisingmakes
entry
highlyexpensive.Increasing
returns
in
network-basedbusinesses
-
compatibilities
increase
marketpenetration.What
Went
WrongWith
Apple?Apple
tried
to
pursue
increasing
returns
bytrying
to
be
the
industry
standardTried
to
protect
is
graphical
interface
code(GIC)
from
infringementLead
to
Apple
being
less
compatiblewithsoftware
being
developedMicrosoft
recognized
and
became
theindustry
standardMonopoly
is
a
singlesellerQDP
=
100
-
Q605940
41where
entry
is
prohibited
andthere
are
no
closesubstitutesFIRM
=INDUSTRYMR
<
PTR1
=
60•40
=2400TR2
=
59•41
=
2419So.
MR =
19where
MR
<
P19An
Unregulated
MonopolyDMR3. At
output
where
MR
=
MC,profit
is
maximizedMCPMQMProof:
Max
=TR–TCFind
where
d
/dQ
=
0d
/dQ
=
dTR/dQ
-
dTC/dQ
=
0MR
–MC
=
0So: MR
=
MC4. Charge
highest
pricethat
the
market
will
bear,
PMMARGINAL
REVENUE
is
twice
assteepas
a
linear
demand
curveIf P
=
a
-
b•Q,
thenTR
=
aQ
-
bQ2soMR
=
a
-
2b•QThis
is
twice
as
steepIf
we
use
a
linear
demand
curve:»
QM
=40Find
Monopoly
Price:»
PM
=
100-40=60The
highest
pricethat
the
market
willbear.A
MONOPOLY
PROBLEMFind
the
monopoly
quantity
if:
P
=
100
-
Q,and
where
MC
=
20.Answer
this
by
starting
where
MR
=
MC»
TR
=
P•Q
=
100•Q-Q2»
MR
=
100
-
2•Q
=
20»
80=
2•QP
[1
+
1/
EP
]
=
MCMarginal
RevenueMR
approaches
PThe
Importance
of
Price
Elasticity
ofDemand
for
a
MonopolyMONOPOLY
has
MR
=
MCTR
=Q•P(Q)dTR/dQ
=
MR
=
P
+
(dP/dQ)Q
=
P
[
1
+
(dP/dQ)(Q/P)
]=
P[
1+
1/
EP
]As
EP
goes
tonegative
infinity,Optimal
MarkupsThe
optimal
markup
can
be
found
using
this
sameformula. P
=[ED
/(
ED+1)]•MC.The
optimal
markup
m
is:
(1+m)
=
[ED
/(
ED+1)]For
example,
if
ED
=
-3,
the
markup
is
50%,
since
=[-3/(
-3+1)]
=
1.5.If
ED
=
-4,
the
markup
is
33.3%,
since
his
iswhere[-4/(
-4+1)]
=
1.333.If
the
price
elasticity
is
infinite,
the
markup
is
zero.This
occurs
in
competition.If
EP
=-
3&
MC =
100What’s
PM?Find
the
Monopoly
Price
in
theseProblemsP[
1+ 1/(
-3)]=
100P[
2/3]
=
100So,
P
=$150.If EP
=
-5,
thenoptimalmonopoly
price
falls
to$125.The
more
elasticis
thedemand,
the
closer
isprice
to
MC.ANSWERA
Monopoly
Pricing
ProblemRegression
results
for
Land’s
EndWomen’slight-weight
coats:Log
Q
=
-.4-1.7
LogP
+
1.2Log
Y(3.2) (4.5)Let
MC
of
importedwomen’slight-weightcoats
be$19.50.Find
the
Monopoly
Price
for
a
Land’s
Endlight-weight
coats.ANSWER: P(
1+ 1/EP
)
=
MC»
P
(1+ 1/(-1.7))=19.50»
P
=
$47.36Limit
PricingAn
established
firm
considers
thepossibility
of
new
entrants
withdistaste.Suppose
a
new
entrant
would
have
a
U-shaped
average
cost
curves.Suppose
also
that
the
established
firm
hascreated
somebrand
loyalty,
such
thatentrants
must
under-price
them
to
takeaway
their
customers.ACThe
potential
competitor
(PC)
has
no
demand
atlimit
price
PL
as
DPC
is
belowACPCPLACPCDIIItimeProfit
ProfileWhich
profit
profile
(I
or
II)
represents
monopoly
pricing?Would
a
stockholder
prefer
profile
I
or
II?ACestablishedQDPCRegulated
MonopoliesElectric
Power
CompaniesNatural
Gas
CompaniesCommunication
CompaniesOften,
Water
Companies»
All
are
examples
of
regulatedcompanies»
They
are
all
“naturally
monopolistic”
as
they
allhave
significant
declining
cost
curves.»
Suppose
we
examine
railroads
before
regulationas
an
example
of
a
naturemonopoly.Natural
MonopoliesDeclining
CostIndustries»
economies
indistribution»
economies
ofscaleWithout
Regulationthey
face
Cyclical
Competitionwithprices
gyratingbetween
PM
and
PC.»
railroad
history
includesperiods
of
huge
profitsthenbankruptciesACMCDEMANDQMPMRP =
ACPC
=
MCQR
QCMRSolutions
to
theProblem
of
Natural
MonopoliesPREVENT
ENTRY,
setP
=
MCandsubsidize.»
subsidies
require
some
form
oftaxation,
which
will
tend
to
distortwork
effort.»
subsidies
to
AMTRAKNATIONALIZE,
prevent
entry,set
price
typically
low»
governments
find
changing
price
ahighly
politicalevent»
once
popular
solution
in
EuropeREGULATE,
prevententry,
&
set
P
=
AC»
common
in
US
for
localtelephone,
electricity,waterFRANCHISE
througha
bidding
war,
likelyP
=
AC»
CableT.V.»
concessions
at
variousstadiumsPeak
Load
PricingExamples:
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