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CO2 that would produce the same
amount of forcing at the surface is calculated. This is the CO2 equivalent for that specific
concentration of the other greenhouse gas. The respective costs per
ton for different options can then be compared directly. It is
important to recognize, however, that these calculations allow
comparison only of initial contributions. They do not account for
changes in energy-trapping effectiveness over the various lifetimes
of these gases in the atmosphere.
35. What mitigation options are most cost-effective?
The panel ranks options for reducing greenhouse gas emissions or
removing greenhouse gases from the atmosphere according to their
cost-effectiveness. Some of these options have net savings or very
low net implementation costs compared to other investments. The
options range from net savings to more than $100 per metric ton of
CO2-equivalent emissions avoided or
removed from the atmosphere. The most cost-effective mitigation
options are presented in Table A.5.
36. What are examples of options with large potential to
reduce or offset emissions?
The so-called geoengineering options have the potential of
substantially affecting atmospheric concentrations of greenhouse
gases. They have the ability to screen incoming sunlight, stimulate
uptake of CO2 by plants and animals
in the oceans, or remove CO2 from
the atmosphere. Although they appear feasible, they require
additional investigation because of their potential environmental
impacts.
37. How much would it cost to significantly reduce current
U.S. greenhouse gas emissions?
It depends on the level of emission reduction desired and how it
is done. The most cost-effective options are those that enhance
efficient use of energy: efficiency improvements in lighting and
appliances, white roofs and paving to enhance reflectivity, and
improvement in building and construction practices.
Figure A.4 compares mitigation options, and Table A.5 gives the
panel's estimates of net cost and emission reductions for several
options. It must be emphasized that the table presents the panel's
estimates of the maximum technical potential for each
option. The calculation of cost-effectiveness of lighting
efficiency, for example, does not consider whether the supply of
light bulbs could meet the demand with current production
capacities. Nor does it consider the trade-off between expenditures
on light bulbs and on health care, education, or basic shelter for
low-income families. In addition, there is a danger of some "double
counting." For example, in the area of energy supply both nuclear
and natural gas energy options assume replacement