Refer to the information provided in Figure 16.4 below to answer the question(s) that follow.
Los Angeles International Airport (LAX) is located next to Playa Del Rey. The noise from air traffic negatively affects individuals living in Playa Del Rey, however, this cost is not considered by airlines or air travelers. The airlines feel they have a right to use the airspace while the individuals living in Playa Del Rey feel they have the right to quiet. The following diagram depicts the marginal costs and marginal benefits associated with air travel.
![](data:image/png;base64, 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![](data:image/png;base64, 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)
Refer to Figure 16.4. Suppose the government assigns property rights to the residents of Playa Del Rey, then the airlines and the residents engage in negotiations. The ________ of air travel is 100 units.
◦ minimum allowable level
◦ resulting efficient level
◦ government-regulated level
◦ maximum allowable level