Resources | Subject Notes | Economics
Public goods are characterized by two key properties: non-excludability and non-rivalry. This means it's impossible to prevent people from consuming the good, and one person's consumption doesn't diminish the amount available to others. Due to these characteristics, private markets often fail to provide public goods in sufficient quantities. This is where government intervention becomes necessary.
The core issue is the free-rider problem. Individuals benefit from a public good regardless of whether they contribute to its provision. This incentivizes people to under-contribute or not contribute at all, leading to under-provision by the market.
Consider a scenario like national defense. Even if someone doesn't pay taxes, they still benefit from the protection provided by the military. This disincentivizes individuals from voluntarily funding national defense through private donations.
Governments intervene to overcome the free-rider problem and ensure that essential public goods are provided to the level deemed socially optimal.
The primary justification for government provision of public goods is that it leads to a more efficient allocation of resources and a better overall outcome for society.
Governments employ several methods to address the non-provision of public goods:
Common examples of public goods include:
Public Good | Characteristics | Typical Government Provision Method |
---|---|---|
National Defense | Non-excludable, Non-rivalrous | Direct Provision (Military) |
Law and Order | Non-excludable, Non-rivalrous | Direct Provision (Police, Courts) |
Street Lighting | Non-excludable, Non-rivalrous | Direct Provision (Local Authorities) |
Clean Air | Non-excludable, Non-rivalrous | Regulation (Pollution Control), Direct Provision (Environmental Agencies) |
The non-provision of public goods represents a market failure. Government intervention, through direct provision, subsidies, or regulation, is essential to ensure that these goods are available to society and that resources are allocated efficiently. Addressing the free-rider problem is a key rationale for this intervention.