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The government can respond to externalities in two ways. The government can use command-and-control policies to regulate behavior directly. Alternatively, it can implement market-based policies such as taxes and subsidies to incentivize private decision makers to change their own behavior.
Government can play a role in reducing negative externalities by taxing goods when their production generates spillover costs. This taxation effectively increases the cost of producing such goods. So, such taxation attempts to make the producer pay for the full cost of production.
One common approach to adjust for externalities is to tax those who create negative externalities. This is known as “making the polluter pay”. Introducing a tax increases the private cost of consumption or production and ought to reduce demand and output for the good that is creating the externality.
Government intervention is necessary to help price negative externalities. Graphically, social costs will be lower than private costs because they do not take into account the additional costs of negative externalities. As a result, firms may produce more units than is optimal from a societal standpoint.
The reason why the government needs to get involved with externalities to bring about market efficiency is because corrective action on a collection basis may be needed Government policies can influence production or consumption that creates externalities through taxes, subsidies, outright prohibitions (like banning
The two prominent quantitative methods used by economists to assess externalities are cost of damages and cost of control. On the other hand, the cost of control method uses the costs of controlling the externality as a proxy for the damages that may result.
One common approach to adjust for externalities is to tax those who create negative externalities. This is known as “making the polluter pay”. Introducing a tax increases the private cost of consumption or production and ought to reduce demand and output for the good that is creating the externality.
The market surplus at Q1 is equal to (total private benefits total private costs), in this case, a+b+e. The social surplus at Q1 is equal to total social benefits total social costs. The market surplus at Q2 is equal to area a+b. The social surplus at Q2 is equal to area a [(a+b+c) (b+c)].
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