The Rank-Size Rule states that in a country with an even distribution of cities, the nth-largest city will have 1/n the population of the largest city. For example, if the largest city has 10 million people, the second-largest should have about 5 million, the third about 3.3 million, and so on. The United States closely follows this pattern: New York City (~8.3 million) is roughly twice the size of Los Angeles (~4 million). The rule was formalized by linguist George Zipf in 1949, which is why it is sometimes called Zipf's Law. Countries that do not follow the rank-size rule often have a primate city, where one city dominates the urban hierarchy (like Paris in France or Bangkok in Thailand). On the AP Human Geography exam, the rank-size rule is frequently contrasted with the primate city concept.