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<br />CCM Economics, LLC Orange County Tax Equity Page 45 <br /> <br />Appendix C <br />One of the interesting things about publicly vs. privately provided good is the nature of <br />the goods. To determine if a good is a public good or a private good, economists use two <br />criteria: excludability and rivalry. If a good in non-excludable, it is impossible, or at least very <br />expensive, to exclude non-payers from consuming the good. If a good in non-rival, then one <br />person’s consumption doesn’t diminish the amount available to others to consume. Public goods <br />are both non-excludable and non-rival. National defense is a great example of a pure public <br />good. It is impossible to exclude people who reside within the borders of the United States and <br />don’t pay their taxes from receiving the benefits of national defense. At the same time, if <br />another person is born in the US, there is still the same amount of national defense available to <br />everyone as there was before the person was born. On the other hand, a candy bar is both <br />excludable and rival. Stores can relatively easily keep people who don’t pay for candy bars from <br />consuming a candy bar and if someone eats a candy bar, that particular candy bar isn’t available <br />to others to consume. Because of these properties, public goods will not be provided in the <br />correct quantities if they are provided by the private sector—hence they are often provided by <br />the public sector.25 <br /> <br />25 Interestingly, to determine the value of public goods to society, one adds ‘vertically’ a s opposed to adding value <br />‘horizontally’ for private goods. To illustrate, assume that pizza is a private good and that there are 3 people in a <br />society. At a price of $10, Abe buys 2 pizzas, Barb buys 3 pizzas, and Charles buys 4 pizzas so that at a pric e of <br />$10, the market demand for pizzas is 7 meaning that the 7 th pizza is worth $10. Now assume that a park is a public <br />good and that the government provides one park at a cost of $10. Abe values the park at $5, Barb values the park at <br />$12, and Charles values the park at $20. The value of the park is $37 and the government has created $27 of <br />‘consumer surplus’ by providing the park. <br />82