presentation public good
TRANSCRIPT
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HOW USERS CHARGES FOR PUBLICGOODS CAN BE SET TO ACHIEVE
EFFICIENT LEVEL OF OUTPUT?
PRESENTED BY :
NURUL SYAHIDA BINTI HASSAN
NOOR SHAFIQAH BINTI RAMLY
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OBJECTIVES OF THE STUDY
To define the public goods and discuss their characteristics.
To discuss when should a public good be provided.
To determine the reasons for charges the consumption of public
goods.
To determine the conditions for efficient output of public goods
To discuss the way to achieve efficient level of output.
To explain the Lindahl equilibrium.
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WHAT IS PUBLIC GOODS?
A public good is provided efficiently at the
level where the combined marginal rate of
substitution of all individuals is equals to the
marginal rate of transformation.
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CHARACTERISTIC OF PUBLIC
GOODS
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PRICE EXCLUDABLE PUBLIC
GOODS
There are external benefits when produced or
consumed but exclusion is easy.
Example : Country Clubs
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CONGESTIBLE PUBLIC
GOODS
There are public goods where after a point, the
enjoyment received by the consumer is diminished
by crowding or congestion.
Example : roads and parks
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Examples
ofPUBLICGOOD
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WHEN SHOULD PUBLIC
GOOD BE PROVIDED?
When the individuals are willing to pay for the public good, then the
government should provide the public goods.
Ex: Wana and Ayu wants to have a aquatic museum (like AQUARIA) in
their residential area. Wana is prepared to pay up to RM25 for the entrance
fee, while Ayu is willing to pay up to RM15. the total value to the two
individuals of having the park is RM40. if the cost of maintenance is
RM30, there is a RM10 gain on its production since it provides service that
the community values at RM40 at a cost of maintenance only RM30.
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WHY CHARGE FOR PUBLIC
SERVICES?
a) To improve the efficiency with which the users
(Malaysian) in general and federal public agencies in
particular make use of resources they have available.
b) To promote economic efficiency by providing
information to public sector suppliers on how much
clients are actually willing to pay for particular
services.
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a. To charge for many publicly provided goods
and services. This approach helps allocate
use of goods or services in a rational way
because it prevents waste through excessive
or badly targeted consumption.
b. It also makes for easier comparisons with the
private sector, promotes competition and
helps develop markets.
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EFFICIENT OUTPUT OF A
PUBLIC GOOD
Use LINDAHL EQUILIBRIUM.
Voluntary contribution = MB
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FIGURE 4.6 EFFICIENT OUTPUT OF A PUBLIC
GOOD
Security Guards per Week
100
200
300
400
500
600
700
800
MarginalBene
fit(Dollars)
0 1 2 3 4 5
MBAMBB
MBC
D= MBi= MSB
MC = AC= MSBE
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As before, assume that the public good is available to the community atconstant marginal cost, indicated by the curve MC. We adopt the conventionthat tax-prices per unit of the good are to be uniform over various quantities
for each person, although, of course, these need not be uniform as amongseparate persons. This step allows us to derive demand curves for the publicgood in the orthodox fashion. Conceptually, we simply confront eachindividual with the opportunity to purchase or to vote for a most preferred
quantity at each price (marginal = average).
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HOW TO ACHIEVE EFFICIENT
LEVEL OF OUTPUT?
Lindahl equilibrium can be achieved by
assigning each participant a Lindahl price
per unit of the public good.
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The socially optimal level of the public good
requires that we set the Marginal Social Benefit of
that good equal to its Marginal Social Cost.
MSB = MSC
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MATHEMATICALLY:LINDAHL
PRICING
Recall from Figure 4.5 that the marginal social benefit for a pure
public good is the sum of the individual marginal benefits.
That is : MSB = MB.
Efficient output is therefore:
MSB = MB =MSC.
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A NUMERICAL EXAMPLE
Number of Security Guardsper Week
1 2 3 4
MBA $300 $250 $200 $150
MBB $250 $200 $150 $100
MBC $200 $150 $100 $50
MB $750 $600 $450 $300
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If the cost of security guards is $450 perweek, then no individual will hire even oneguard, even though to the group one guardis worth $750. The group should hire three.
If they each pay their marginal benefit, thenthree guards are hired. Person A pays$600 ($200 per guard), person B pays $450($150 per guard) and person C pay $300
($100 per guard).
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LINDAHL EQUILIBRIUM
The amount each person contributes, ti, depends on
individual desires for the public good.The sum of the contributions equals the total cost
of the public good.
tiQ* =MC(Q*) =AC(Q*)
ti=MC=AC
All individuals agree to pay their shares.
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