Pigovian Tax: Definition, Purpose, Calculation, and Examples

pigouvian tax

There might be no environmental effect (given that they do not believe that the tax gives incentives to change behavior), but at least the polluter has to pay the cost of pollution. Hence, the polluter-pays-principle makes sense to some people, not as a principle for efficiency, but as a moral principle of punishing polluters. Ideally, Pigouvian taxes equal the costs generated by the negative externality. A Pigouvian tax is a government cost on any activity that creates socially harmful externalities. An externality is an activity that creates a negative effect on others in a society but not necessarily the person who does that activity.

pigouvian tax

What Is a Negative Externality?

It is named after economist Arthur C. Pigou, who developed the idea in his book “The Economics of Welfare”, 1920. Pigouvian taxes are used in order to diminish the ugly consequences of externalities, specially in highly polluting industries. There are several systematic misconceptions of incentive-based instruments, which are important for their acceptability. The idea is that people underestimate the tax burden from indirect taxation relative to the tax burden from direct taxes, because the indirect taxes are less obvious (less ‘visible’).

Evaluating government intervention

Specifically, it applies to entities that engage in activities that create adverse side effects for society. Adverse side effects are costs that aren’t included as a part of the product’s market price. These include things such as strains on public healthcare from the sale of harmful materials such as tobacco products, as well as any environmental pollution. It also includes any other side effects that have a negative external impact. Furthermore, revenue generated from Pigouvian taxes can be used to fund related solutions.

Examples of a Pigovian Tax

Because a permit system is based on quantity, while a tax system is based on price, these instruments respond differently when market conditions change – due, for instance, to changing demand conditions, changing preferences, or inflation. A cap-and- trade permit system will not allow the level of pollution to change, though the market price for the permit will respond to changes in these conditions. In contrast, a tax will allow the level of pollution to change but will hold constant the price. Thus, if the demand for polluting goods increases over time, a permit system, keeping pollution levels fixed, might result in inefficiently low pollution levels; in contrast, a tax system might allow inefficiently high levels of pollution. The increased certainty of achieving a specified emissions level under a permit system, considered by regulators one of its more desirable characteristics, may or may not be more efficient than the increased price certainty (often appreciated by polluters) of a tax.

  • In some cases, a deliberately chosen rule of tax refunds can lead the median-voter outcome to be equal to the Pigouvian tax.
  • If an alternative way of refunding taxes is designed that leads the median voter to receive a larger share of tax refunds, he/she would prefer a higher tax rate.
  • Prime examples include deposits on bottles and automobile batteries, which regulatory authorities wish to see recycled rather than disposed in landfills or dumped randomly.
  • Furthermore, revenue generated from Pigouvian taxes can be used to fund related solutions.

Assume that the profit-maximizing level of production will produce E1 level of emissions. When a Pigouvian tax is implemented, the firm has the option to take certain actions and purchase some equipment to reduce emissions. The case where an individual’s tax refunds are proportional to his or her total income is first considered. Since an individual with a higher type (and a higher income) receives a larger share of the tax refunds, an individual’s ideal tax rate increases with his or her type. The environmental tax rate is decided by the voter who has the median income. If the income distribution is skewed, then the median income is smaller than the mean income, thus leading the majority-voting outcome to be lower than the Pigouvian tax.

It ranges from 2 euros to 35 euros depending on the airport and the weight of the aircraft. The government uses the revenue to soundproof houses that https://www.1investing.in/ are exposed to noise levels beyond 70 decibels. Even when several parties are involved, outside interference could result in an inefficient outcome.

A pigouvian tax provides an incentive for further reduction of social costs. While a Pigouvian tax solves the problem of negative externalities, Pigouvian subsidies solve the problem of positive externalities. Accurately calculating a Pigouvian tax is an incredibly complicated process. This is because, in theory, the Pigouvian tax’s amount should be equivalent to the expense of the negative externality. It is well documented that there are businesses whose operations have a negative external cost on society. Whether that’s companies burning high amounts of fossil fuels that are polluting our air and seas or companies that create products such as cigarettes that can lead to serious health implications.

Implicit in the calculation of the optimal Pigouvian taxes has been an assumption that there are no market distortions other than the environmental distortions these taxes address. As Lipsey and Lancaster (1956–1957) have shown, information on other distortions in an economy should influence the way in which any one distortion is addressed. Otherwise, it is possible for the isolated correction of one market failure to decrease social welfare. Because the different instruments imply different levels of rents flowing to firms, they can be expected to affect the total number of firms and thus the total amount of pollution produced. The impact on entry of new firms into an industry was first examined by Kneese (1971), who asserted that a subsidy for abatement and a tax on effluent could lead to the same results. Subsequently, Kneese and Mäler (1973) argued that a subsidy and a tax give the same result as long as potential entrants are subsidized in the same way as actual entrants, which removes the incentive to enter.

While few consumers, except for professional economists, may recognize the name, Pigovian taxes are in wide use today. A noise tax is a tax which is put in place to regulate noise pollution, usually in order to not disturb nearby wildlife or communities. The most common cases of noise taxes are to do with the aviation industry and urban infrastructure such as highway construction. 5 – A Pigouvian tax can achieve the same amount of emission reduction with a lower cost.

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" 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For example, suppose the median voter has a relatively large share of labor income. Then an increase in the proportion of tax reductions based on wage income can enlarge the median voter’s share of tax refunds, resulting in a higher equilibrium tax rate. In some cases, a deliberately chosen rule of tax refunds can lead the median-voter outcome to be equal to the Pigouvian tax. Fullerton and West (1999) examine the case where the effects of an emissions tax on cars can be achieved instead by taxing gasoline and engine size while subsidizing pollution control equipment. The efficient solution can only be achieved if a gasoline tax can be differentiated by the characteristics of the car.

To be truly Pigouvian, the tax would be equivalent to society’s cost of treating lung cancer. Some Pigouvian taxes, such as the gas tax or cigarette tax, are regressive because they’re flat, or the same for everyone. They end up taking take a greater percentage of income from people who make less money. Pigouvian taxes can also create more efficiency in an economy, especially when the tax covers the cost of the external damage. If it was worth it to the firm to continue making its toxin-producing product, then it would pay the fine. Drivers of non-compliant vehicles don’t suffer immediately from their exhaust, but everyone behind them does.

Negative externalities are not necessarily “bad.” Instead, a negative externality occurs whenever an economic entity does not fully internalize the costs of its activity. In these situations, society and the environment can end up bearing those additional costs. A Pigovian (also spelled Pigouvian) tax is a tax assessed against businesses and private individuals that engage in activities that create adverse side effects for society.

Unchecked, these businesses will continue to harm society with no regard for the cost to society. A Pigouvian tax is named after economist Arthur Pigou, who developed the concept in the early 20th century. Pigouvian taxes are regressive when they impose a harsher burden on the populations with lower incomes compared to those with higher incomes. Taxes on “sin” items like alcohol and cigarettes can also be construed as Pigovian taxes.

They are targeted taxes meant to address specific behaviors that have broader social costs, unlike general taxes such as income or sales taxes. Nevertheless, it is clear in this literature that, in a comparison between pollution taxes and equivalent pollution standards, taxes have a significant advantage. Both taxes and standards raise the price of the dirty good by the same amount and so have the same pollution abatement and labor-leisure distorting effects. Only the tax has the revenue-recycling effect in its favor [Parry, Williams III and Goulder (1999)].

Firms that sell permits will end up earning more money than they would under the standard but less than they would under the subsidy, unless they receive as many permits as their unrestricted level of effluent. In contrast, a system of auctioned permits behaves like a tax, since none of the permits are free of charge. This will create the necessary incentives to reduce fossil fuel usage and therefore emissions. The resulting tax revenue can be used to support investments in new resources and energy efficient infrastructure. This is the basic idea behind a carbon tax, simple and elegant in theory but unpopular in practice. Arthur Cecil Pigou (1877–1959) proposed a solution to the problem of externalities that has become a standard approach.

The tax will therefore produce a mix of people who stand to gain and people who stand to lose from the tax. Because tax revenues are large compared to the net benefit, the use of the revenue is a key determinant of who will gain and who will lose if the tax is implemented. If people are uncertain about whether they will lose or gain, there might be a bias toward the status quo, even if people are risk neutral. Some more specific implications of the use of revenues for the acceptability of incentive-based mechanisms will be drawn later. The amount of the Pigouvian tax should equal the cost of the harmful externality.

The disposal tax can be assessed either at the curb or farther downstream at the landfill. As is the case with all relative upstream policies, the curbside tax will be efficient only if collectors face either one disposal option (the landfill) or identical external costs for many disposal options. If, for example, collectors can deposit collected waste at either a centralized recycling facility or a landfill, then the curbside tax will distort efficient disposal decisions of collectors. A standard, if set at the level of pollution that a firm will attain under a tax or subsidy, requires a firm to pay for abatement, but it requires no additional payments (unlike a tax) and provides no additional payments (unlike a subsidy). Even though a standard has greater aggregate costs of abatement than a tax across a set of firms, polluters might actually earn greater profits with a standard.

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