Economics of Environmental Quality Economics of Environmental Quality  Different types of pollutants call for different types of policy  Optimal pollution modeled as.

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Transcript Economics of Environmental Quality Economics of Environmental Quality  Different types of pollutants call for different types of policy  Optimal pollution modeled as.

Economics of
Environmental Quality
Economics of Environmental Quality
 Different types of pollutants call for different
types of policy
 Optimal pollution modeled as simple tradeoff:
 Reducing emissions reduces damages
 Reducing emissions involves opportunity costs
Environmental Damages
All negative impacts that resource users
experience from environmental degradation
 Greater the emissions, the greater the damages
 Examples:
Lung diseases
Contaminated water
Loss of biodiversity
Loss of recreational uses
“defensive” expenditures
Marginal Damage Function
 Emissions function:
 Damage = f(quantity of residual)
 Ambient function:
 Damage = f(concentration of pollutant)
$
$
Emissions (tons/yr)
$
Noise
SO2
Toxic chemicals
Emissions (tons/yr)
$
“threshold” effects
Ambient (ppm)
Ambient (ppm)
Marginal Damage Function
$
MD2
MD1
$25
$10
50
150
Emissions
 Total Damages = sum of marginal damages
 TD1 = (10)(100)(.5) = $500
 TD2 = (25)(100)(.5) = $1250
 What accounts for differences in MD1 and MD2?
 Urban vs rural areas
 Different seasons
Suppose the marginal damage function is given as
MD = 8(E - 200), where E measures the emissions of gunk,
measured in tons. What is the total damage if E = 260?
a)
b)
c)
d)
$480
$14,400
$28,800
$62,400
0%
a)
1
2
3
4
5
0%
0%
0%
b)
c)
d)
Abatement Costs
 Costs incurred to reduce pollution emissions
 Marginal Abatement Costs (MAC) rise as emissions are
reduced
$
MAC2
$50
MAC1
Unregulated
Emissions
$20
240
500
Emissions
 Total Abatement Cost = sum of marginal abatement costs
 TAC1 = (20)(260)(.5) = $2600
 TAC2 = (50)(260)(.5) = $6500
 What accounts for differences in MAC1 and MAC2?
 Different plant technologies (old vs new)
 Different time periods
Suppose the marginal abatement cost function is given as
MAC = 350 – 5E, where E measures the emissions of gunk,
measured in tons. What is the total abatement cost if E = 30?
a)
b)
c)
d)
$200
$4,000
$6,000
$12,000
0%
a)
1
2
3
4
5
0%
0%
0%
b)
c)
d)
Optimal Emissions
 Optimal level is one which minimizes total social costs
 Occurs where MD = MAC
$
$18
MD1
MAC1
$10
TD1
75
TAC1
200
TD1 = (10)(125)(.5) = $625
TAC1 = (10)(250)(.5) = $1250
Total Social Cost = TD + TAC = $1875
450
Emissions
Optimal Gunk
MD = .25(E – 100)
MAC = 90 - 0.15E





What
What
What
What
What
is optimal emissions?
are marginal damages at the optimal level?
are TD?
are TAC?
is Total Social Cost?
 What is Total Social Cost if E = 0?
 What is Total Social Cost if emissions are unregulated?
Optimal Emissions
$
MAC1 + C
MD2
MD1
MAC1
MAC2
E2
E1 E3
Emissions
 What happens to optimal emissions if:
 MD rises?
 MAC falls?
E* falls
E* falls
 What would the graph look like that shows E* = 0?
 What happens to optimal emissions if enforcement
is costly? E* rises
Problem Set 2
Question #3
Equimarginal Principle: Revisited
Marginal Abatement Costs ($100/week)
 What is TAC of a uniform
50% reduction from the
unregulated level?
TAC = $14,900
 What is TAC of the
equimarginal reduction
of 14 tons/week?
TAC = $14,400
Emissions (tons/week)
Plant A
Plant B
14
0
0
13
2
3
12
4
6
11
6
9
10
8
12
9
10
16
8
13
20
7
16
24
6
19
28
5
22
33
4
26
38
3
30
48
2
40
63
1
55
83
0
85
113
$33,600
$49,600
Types of Analyses
 Impact Analysis
 Enviro IA:
 Economic IA:
Identification and study of all enviro
repercussions from actions; natural scientists
Ramifications of enviro regulations for specific
econ variable; economists
 Cost-effectiveness Analysis
 Estimate cost of alternatives with a certain
objective in mind; benefits
considered
Ex:not
Williamstown
wetlands
 Damage Assessment
and economic development
 Estimate value of damages to injured
resource so that the amount can be
recovered in court
 CERCLA (Superfund)
 Benefit-Cost Analysis
Vilfredo Pareto
Pareto improvement: A policy
that makes one person better
off and no one else worse off
Benefit-Cost Analysis
 Specify clearly the project/program
 Location, timing, affected groups
 Describe quantitatively the inputs/outputs of
project
 Involves engineers
 Estimate social benefits/costs of
inputs/outputs
 Use monetary metric
 Compare benefits and costs
 Net benefits?
 Benefit-cost ratio?
Benefit-Cost Analysis
$
MD1
MAC1
d
a
c
E*
b
E2
E0
Emissions
 E0 is current emissions
 Proposal to reduce emissions to E2
 TB = a + b
 TC = b
 Net benefits = a
 Maximum net benefits occur at E*
 Net benefits = a + d
 B-C Ratio
 At E2: (a+b)/b
 At E*:
(a+b+c+d)/(b+c)
Benefit-Cost Analysis
Benefits
today
time
Costs
 Present Value Calculation
 Net PV =  C0 
Bt
B1
B2




(1  r )1 (1  r ) 2
(1  r )t
 The higher the discount rate, r, the lower the PV
 What discount rate to use?
 Personal time preference?
Interest rate on savings accounts
 Marginal productivity approach?
 Real or nominal interest rate?
Interest rate on borrowing money
OMB: r = 7%
CBO: r = 2%
Benefit-Cost Analysis
today
today
Benefits Benefits
Costs
Costs
time
time
 Future generations?
 Discounting downgrades future damages
 Policies with short run benefits and long run costs are
preferred by today’s generation
 Sustainability criteria as alternative
 Distributional concerns?
 Horizontal equity: treating similarly situated people the same
way
 Vertical equity: treating people in different situations
differently
 Risk Analysis?
 Uncertainty about the future makes for a probabilistic world
Benefit-Cost Analysis
Program A
Net Benefits
Program B
Probability
Net Benefits
Probability
$500,000
0.475
$500,000
0.99
$300,000
0.525
- $10,000,000
0.01
Expected Value:
$395,000
Expected Value:
$395,000
Measuring the Benefits of EQ
Direct Damages
Willingness-to-Pay Approach
 Revealed Preferences
 Stated Preferences
Direct Damages
 Health damages
Health = f(life style, diet, genetics, age, AQ)
 Medical expenditures
 Lost income due to illness/death
“cost of illness study”
Estimated Cost of Adult Asthma in the US
Cost for Average Adult
($/Year)
Direct Costs
Drugs
1,605
Hospital Visits
805
Other
770
Subtotal
3,180
Indirect Costs
Complete work cessation
1,062
Lost days but still employed
486
Other
184
Subtotal
Grand Total
1,732
4,912
Source: M.G. Cisternas et al., “A Comprehensive Study of the Direct and Indirect
Costs of Adult Asthma,” Journal of Allergy and Clinical Immunology, June 2003.
Direct Damages
 Health damages
Health = f(life style, diet, genetics, age, AQ)
 Medical expenditures
 Lost income due to illness/death
“cost of illness study”
 Materials damages
 Increased maintenance costs
 Effect of pollution on production costs
 Reduced yields on crops
Indirect WTP Methods
 Value of Health thru Averting Costs
 Expenditures made to avoid bad outcomes
 Value of Life thru Wage Rate Differentials
 “statistical life”
Value of a Statistical Life
 How much would you be WTP to reduce
probability of death by 1 ?
100, 000
 If you are rational, you will take precautions up
to the point where MB = MC.
 Suppose it will cost $30 to reduce the chance of
your death by 100,1000
$30 = (V)(
MC
1
100, 000
MB
)
V = $3,000,000
Value of a Statistical Life Estimates
Study
Moore and Viscusi (1990)
VSL in 2000 ($ millions)
20.8
Kniesner and Leeth (1991)
0.7
Gegax, Gerking, and Schulze (1991)
2.1
Leigh (1991)
7.1 – 15.3
Berger and Gabriel (1991)
8.6 - 10.9
Leigh (1995)
8.1 – 16.8
Dorman and Hagstrom (1998)
8.7 – 20.3
Lott and Manning (2000)
Source: Table 7.2, p. 145, Field and Field (2006)
1.5 – 3.0
Fatality Risk in the US
Source of Risk
Annual Fatality Risk
A. General
Cigarette smoking (1.5 packs per day)
1 in 150
Cancer
1 in 300
Motor vehicle accident
1 in 5,000
Home accident
1 in 11,000
Poisoning
1 in 37,000
Fire
1 in 50,000
B. Occupational
Mining
1 in 3,200
Manufacturing
1 in 2,400
Construction
1 in 4,300
Retail Sales
1 in 56,000
Finance, insurance, real estate
1 in 77,000
Source: Kip Viscusi, “The Value of Risks to Life and Health,” December 1993 Journal of Economic
Literature (13):1912-1946.
Cost of Risk-Reducing Regulations
Agency, Year,
and Status
Initial
Annual Risk
Annual
Lives Saved
Cost per Life
Saved*
Unvented space heaters
CPSC 1980 F
2.7 in 105
63.000
0.10
Passive restraints/belts
NHTSA 1984 F
9.1 in 105
1,850.000
0.30
FAA 1984 F
1.6 in 107
37.000
0.60
Concrete & masonry
construction
OSHA 1988 F
1.4 in 105
6.500
1.40
Benzene
OSHA 1987 F
8.8 in 104
3.800
17.10
Asbestos
EPA 1987 F
2.9 in 105
10.000
104.20
Radionuclides
EPA 1984 R
4.3 in 106
0.001
210.00
Arsenic/low-arsenic
copper
EPA 1986 R
2.6 in 104
0.090
764.00
Land Disposal
EPA 1988 F
2.3 in 108
2.520
3,500.00
Formaldehyde
OSHA 1987 F
6.8 in 104
0.010
72,000.00
Seat cushion flammability
104
105
106
107
108
=
=
=
=
=
10,000
100,000
1,000,000
10,000,000
100,000,000
* Millions of 1984 $
Source: Kip Viscusi, “Economic Foundations of the Current Regulatory Reform
Efforts,” The Journal of Economic Perspectives 10 (1996): Tables 1 and 2, 124-125.
Indirect WTP Methods
 Hedonic Pricing
 Value of EQ thru Housing Prices
 Value of EQ thru Intercity Wage Differentials
 Travel Costs for Amenities
 Time and travel costs represent “price” of access
 Problem Set 2: #11
Southold, Long Island, NY
Property values next to:
• Calculate
of Snake
preserving
• Open Space: + 12.8%
Hells
Canyon value
on the
Riveropen spaces
• 10 acre open
parcel surrounded by 15 avg
• Farmland:
- 13.3%
• Recreation
vs Hydropower
properties
= $410,000
• Major Roads: - 16.2%
• Cost savings
of hydropower at Hells Canyon: $80,000
+ 16.7%
• Recreational value of Hells Canyon: $900,000 • Zoning:
Direct WTP Methods
 Political Referendum
 Qualitative assessment only
 Contingent Valuation
 Survey method used to elicit use and non-use values
 Total WTP = Use value + Nonuse value + Option value
 Approach
 Choice scenario must provide accurate and clear description of the
change in environmental services
 Open-ended or closed-ended choice format
 Must specify payment mechanism and opportunity costs
Sample CV Questions
 There are less than 1,000 American Crocodiles left. Habitat
necessary for the American Crocodile is rapidly being
bought for development. The Nature Conservancy is
considering buying land in an effort to save this species.
What would you be willing to pay in the form of an annual
donation in order to buy enough habitat to save 100
crocodiles?
$_______________
 If you said $0, please tell me why?
(From: Environmental Economics & Policy (2007, 5e) by TomTietenberg.)
Sample CV Questions
 First, let’s assume that visitors to the Glen Canyon National
Recreation Area are to finance environmental
improvements by paying an entrance fee to be admitted
into the recreation area. This will be the only way to finance
such improvements in the area. Let’s also assume that all
visitors to the area will pay the same daily fee as you, and
all the money collected will be used to finance the
environmental improvements shown in the photos.
 Would you be willing to pay a $1.00 per day fee to prevent
Situation C from occurring, thus preserving Situation A?
$2.00 per day?
[Increment by $1.00 per day until a negative response is obtained, then
decrease the bid by 25 cents per day until a positive response is obtained,
and record the amount.] _________$/day
(From: Using Surveys to Value Public Goods: The Contingent Valuation Method. Mitchell, Robert
Cameron, and Carson, Richard T. 1989. Resources for the Future, Washington, D.C. Pp 4-5.)
Mono Lake, California
 LA water consumers vs
nesting/migratory birds
 Average WTP on water bill was
$13/mo (or $156/year)
 TB exceeded $26m cost of
replacing water supply by a
factor of 50
Wegge,T., W. Michael Hanemann, and John Loomis. 1996. "Comparing Benefits and Costs of Water
Resource Allocation Policies for California's Mono Basin," in Advances In The Economics of Enviornmental
Resources, (ed.) Darwin C. Hill, Volume 1, 1996.
Exxon Valdez Oil Spill (1989)
 11 million gallons
 Mean WTP for a program to reduce the
risk of similar damage was a one-time tax
payment of $31 per household
 Estimated TB = $2.8 billion
 Exxon paid $0.5 billion in damages + $2
billion in cleanup
Direct WTP Methods
 Problems with CV
 Hypothetical nature of questions
 Truthfulness/free-rider problem
 Framing issues
 WTP vs WTA
Value of a headache
What is the maximum dollar amount you
are willing to pay to avoid a headache?
WTA is not
constrained by income
What is the minimum dollar amount you
would accept to have a headache?
Measuring Abatement Costs
 Level of analysis




Single firm/community/project
Industry/region
National economy
Global
 With/Without Principle
 Production costs:
 Before Regulation:
$100m
 Future w/o Regulation: $120m
 Future w/ Regulation: $150m
 true marginal cost = $30m
Concepts of Cost
Social Costs = Private Costs + External Costs
 Explicit Cost
 Capital Costs: plant and equipment (replacement and
expansion)
 Operating Costs: production, maintenance, abatement
process (labor, materials, R&D)
 Enforcement Costs: monitoring, administration
 Implicit Costs




Higher product prices/reduced consumption
Inconvenience of using public transportation/carpools
Media switching
Illegal dumping
US Pollution Control Expenditures: 2005
Abatement Expenditures (billions $)
Capital
Operating
Total
% of Total
Air
$3.88
$ 8.63
$12.51
47
Water
$1.35
$ 6.73
$8.08
30
Solid Waste
$0.68
$ 5.32
$6.00
23
Total
$5.91
$20.68
$26.59
U.S. Census Bureau, Pollution Abatement Costs and Expenditures: 2005, MA200(05), U.S. Government
Printing Office, Washington, DC, 2008. Online: http://www.census.gov/prod/2008pubs/ma200-05.pdf
Single Projects
Examples
 Waste treatment plants
 Flood-control
 Solid waste handling
 Beach restoration
 Public park
 Wildlife refuge
Projected Costs of a Small Wastewater Treatment Plant ($1,000)
Construction Costs
Treatment Plant
Conveyances
Sludge Disposal
Mitigation costs
Initial Cost
Life (years)
Salvage Value
3,000
1,639
24
24
60
95
40
40
544
651
---
Annual Costs
Operation and Maintenance
Pumping Station
Treatment Plant
Sludge Disposal
Total
Environmental Costs
Mitigation costs
Unmitigated costs
21
131
4
156
8
46
Present Values
Cost Item
Total
PV (r=8%)
Construction
Salvage Values
Annual O&M
Annual environmental
Total
4,687
-1,195
156
54
4,687
- 6
1,860
644
$ 7,185
Costs of a Local Regulation
$
S2
S1
P
Market price
q2
q1
Apples
 Costly regulation imposed on local apple grower
 Raises costs of production: supply shifts to S2
 What does apple grower do?
 Continue producing same quantity?
 unlikely if apples are sold competitively
 Cut production to q2?
 lost income to grower, workers, community
Why is the lost
income not
necessarily a
social cost?
Cost of Regulating an Industry
 Higher production costs are social costs when they
cause CS to fall
 Estimate cost of “average” firm
 Rely on cost surveys
 Self-reported
 Uses past data
$
P2
P1
a + b = lost consumer surplus = “true” social cost
a
b
S2
c
S1
D
q2
q1
output
Costs at the National Level
 Macroeconomic modeling
 Short Run
 PPF model suggests tradeoff between market output and EQ
 Long Run
 GDP = F(L, K, Tech)
 PACE diverts resources from these factors
 But, environmental degradation reduces resources
Market
Goods
EQ
PACE as Percent of GDP
Country
Portugal
1994
0.7
2000
0.8
Poland
Canada
Japan
0.9
1.2
1.3
2.0
1.1
1.4
France
United States
Austria
1.4
1.6
1.8
1.6
-2.4
Czech Republic
2.4
1.7
Source: OECD, “Pollution Abatement and Control Expenditure in OECD Countries,”
ENV/EPOC/SE(2003)1, Paris, 17 July 2003, p32.