Paying for public goods: a note on efficient revenue collection and expenditure.
Holahan, William L. ; Kroncke, Charles O.
INTRODUCTION
Public goods and services, such as homeland security, freeways, air
quality control, disease prevention, and crime abatement must be shared
and must be paid for. Such goods are not efficiently allocated by
markets but instead are allocated by political means at various levels
of government.
To explain a society's choice of public versus private goods,
economists rely on a production possibility curve, such as Figure 1,
which shows the output combinations that an economy can choose with a
given current technology under conditions of full employment. As drawn,
Point C (the point of tangency of a hypothetical national budget line
with the production possibility curve) represents the best mix of public
and private goods and services because at this point the marginal return
per dollar of investment is the same for public and private goods and
services. Points A and B show, respectively, over and under investment
in public goods and services.
[FIGURE 1 OMITTED]
In the "real world", there is continuous debate about
this tangency point. In general, a liberal politician's bias would
favor increasing the size of the public sector. Their critics refer to
them as the "tax-and-spend" group. By contrast, conservative
politicians are said to belong to the "no-new-taxes" crowd as
their bias would favor decreasing the size of the public sector. In
other words, liberals are thought of as trying to move towards Point A
and conservatives as trying to move towards Point B.
However, the public sector must be paid for. Since the revenue
needed to purchase public goods and services must be financed through
some sort of taxation, decisions must also be made as to the
provider--local, state, or federal government--and as to the form of
taxation to be utilized--income, property, sales, or user fees.
This note shows some elementary relationships between levels of
government. Each level of government has a different level of efficiency
in collecting taxes. Lower levels of government cannot collect taxes as
efficiently as higher levels of government. The distribution of
tax-collection authority across the different levels of government will
have great impact on the amount of revenue collected and on the mix of
public goods and services that can be provided. Since efficient
provision of public goods and services requires both efficient
allocation and efficient collection of taxes, some form of revenue
sharing is required for overall efficiency.
DECISION ANALYSIS
Policy makers, whatever their political persuasion, wrestle with
the issue of public expenditures, taxation, and the proper role for the
different levels of government. The relationship between tax rates and
tax receipts is often in question. "Supply-side" economists
maintain that reducing federal tax rates would stimulate economic growth
sufficiently to actually increase tax revenue. The geometry of their
prescription is illustrated in Figure 2, which shows the hypothetical
amount of revenues the government collects at various income tax rates.
[FIGURE 2 OMITTED]
The vertical axis measures federal income tax rates and the
horizontal axis measures federal revenues generated by these rates. The
curve is anchored at two zero-revenue points: the origin and at point D.
At the origin, both the tax rate and tax revenue are zero: the
government will receive no tax revenues regardless of how much income
people are earning. At point D the tax rate is 100% and once again, the
government will receive no revenues since people will refuse to work for
money when all their income is taxed away. Between these extremes, the
curve is backward bending. It slopes upward between the origin and point
[A.sub.1]: as the tax rate rises towards [X.sub.1] percent, tax revenues
rise too. Tax revenues are at their maximum at MAX [REV.sub.1] when the
tax rate is [X.sub.1] percent. The curve slopes downward between point D
and point A: at tax rates higher than [X.sub.1] percent, tax revenues
fall as tax rates rise. In economics, this relationship is known as the
"Laffer Curve", after Professor Laffer, who used it to build
support for tax cuts (see www.polyconomics.com).
This curve can be drawn for any level of government; but the shapes
will differ in essential ways: the lower the level of government, the
lower will be the maximum potential tax revenue and the lower will be
the tax rate that maximizes tax revenue. The shape of the curve and the
level at which the revenue-maximizing tax rate occurs depend on how easy
it is for people to find ways to avoid paying the taxes imposed by the
level of government that levies the taxes. For example, people can avoid
paying taxes by moving away from the area in which the taxes are
imposed. But, it is far easier to avoid taxation by moving from
community to community than it is from state to state or in turn from
country to country. More generally, it is easier to avoid taxes the
lower the levels of government imposing the taxes, hence lower levels of
government have lower revenue-maximizing tax rates and lower maximum
potential tax revenue.
Figure 3 presents two curves. The curve from Figure 2 is repeated
in Figure 3 to provide a benchmark curve for a higher level of
government, in this example, "state government". The second
curve shows relatively smaller tax rate/tax revenue possibilities for
the lower level of government, in this example, "local
government". As shown in Figure 3, the tax rate that maximizes tax
revenue for the local government is shown as [X.sub.2] and the maximum
tax revenue is shown as MAX [REV.sub.2]. Note that [X.sub.2] <
[X.sub.1] and MAX [REV.sub.2] < MAX [REV.sub.1].
Because states compete for high-income wage earners and high-profit
businesses, they must keep their tax rates in line with those of other
states or risk losing revenue. For example, if the State of Wisconsin
were to raise its income tax rates, some people might decide to move to
a state where tax rates were lower. In other words, the U.S. federal
government finds it easier to collect tax revenue within the state of
Wisconsin than does the state government of Wisconsin. That is, unlike
state taxes, federal taxes are not escapable by interstate movement.
This relative inability to collect taxes for social programs makes
it harder to finance these programs at the local level, even when that
is the most efficient place to make such decisions. If the
responsibility for health care, schools, welfare, mass transit, and
other social services is shifted from the federal government to state
and local governments, and this shift is accompanied by reductions in or
elimination of revenue sharing, Figure 3 shows the resulting
inefficiency. Such a policy transfers the burden of financing those
services to governments with lesser ability to levy and collect taxes;
hence the quality and quantity of local public services must fall.
[FIGURE 3 OMITTED]
This is a variant of the classic "free-rider" problem.
Because some beneficiaries of the public good can merely move across the
tax boundary, the ability of local decision-makers to achieve efficiency
by equating marginal benefits and marginal costs is diminished. This
"free-rider" problem, combined with the impulse of communities
to compete for residents and firms through lower tax rates, will squeeze
public services to an inefficiently low level: a "Race to the
Bottom".
A public policy that combines (A) local decision-making on the
provision of public services by local and state governments with (B)
revenue sharing from higher levels of government will mitigate such a
race. A higher level of government can more efficiently generate tax
revenue at the local level than the local taxing authority can by
itself. That is, the tax imposed by the higher level of government
cannot be avoided by moving from the locality, so the tax does not harm
the locality by inducing free-rider behaviors.
Moreover, a revenue sharing policy does not necessarily
redistribute income. If the tax revenues generated within the local tax
base is simply collected more efficiently by the state than the local
government could collect it, and then returned to the local government,
there is no inherent income transfer between levels of government. The
state can be thought of as providing a tax-collecting service--i.e., the
higher level of government providing efficient tax collection within the
city's tax base--and the city can be thought of as receiving its
own tax revenue from that service-provider to cover its costs of local
public goods. However, revenue sharing can run the risk of reducing the
perceived marginal cost of public projects; prudent management requires
that cost-benefit analysis be brought to bear to achieve expenditure
efficiency.
TAX HARMONIZATION
The problem of the "Race to the Bottom" was foreseen by
the framers of the Constitution of the United States and of the
Constitution of the European Union. In the "commerce clause"
of the U.S. Constitution--the clause that assigns to Congress the power
to regulate interstate commerce--the framers made an effort to recognize
the United States as "one nation" and not a collection of
competing territories, by preventing individual states from providing
incentives that harmed the other states in the union. The clause
disallows a business firm engaged in interstate commerce from gaining an
artificial advantage in one state through a tax break or financing
gimmickry. Its enforcement is an effort to prevent a race to the bottom
generated by the iterative competitive responses of other states. This
is clearly seen in the recent U.S. 6th Circuit Court of Appeals ruling
in the case of Cuno v. DaimlerChrysler (Mazerov, 2005). In that case,
the Court ruled that the investment tax credit granted against
Ohio's corporate income tax violates the commerce clause. It was
the latest in a long line of decisions holding that state laws that
provide tax advantages to in-state business activity sometimes illegally
harm interstate commerce.
Similarly, the EU Constitution calls for "tax
harmonization" among member countries, and as a requirement for new
members prior to joining. The economic principle is the same as in the
U.S. commerce clause: migration of businesses and labor should result
from natural comparative advantages and not from artificial inducements
that individual countries provide. Absent enforcement of the tax
harmonization principle, the temptation to compete on tax incentives
will result in member countries being engaged in a race to the bottom
with the inevitable result of being unable to raise taxes sufficient to
fund their public sector, perhaps even to the detriment of the
businesses they are attempting to attract.
CONCLUSIONS
The relationship between tax rates and tax receipts shown in
Figures 2 and 3 is an application of a well-known relationship between
price, revenue, and quantity along a demand curve: in the inelastic range, price and revenue are directly related; in the elastic range,
price and revenue are inversely related; and only when elasticity is
unity is revenue maximized. Since tax rates are simply a special type of
price, there must be a revenue-maximizing tax rate. The greater the
elasticity of the response to taxes, the lower is the revenue-maximizing
tax rate. In turn, the smaller the region, the easier is tax avoidance and hence the greater the elasticity with respect to tax rates and the
lower the revenue maximizing tax rate. While smaller government may be
better at matching the government services to local needs, the larger
government is better able to collect taxes.
REFERENCES
Fullerton, D. (1982). On the Possibility of an Inverse Relationship between Tax Rates and Government Revenue. Journal of Public Economics,
October.
Hyman, David N. (2002). Public Finance: A Contemporary Application
of Theory to Policy, 7th Edition, New York: Harcourt.
Mazerov, Michael,(2005). The 6th Circuit Cuno Decision Voiding
Ohio's Investment Tax Credit: Modest but Helpful "Arms
Control" in the 'Economic War Between the States, Center on
Budget and Policy Priorities, www.cbpp.org, February 18.
Websites
European Constitution, www.europa.eu.int.
Supply- Side University, www.polyconomics.com, (2002).
William L. Holahan, University of Wisconsin-Milwaukee
Charles O. Kroncke, University of South Florida-Lakeland