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AGGLOMERATION ECONOMIES: A reduction in production cost the results when related firms locate near one another. Firms can be related as competitors in the same industry, by using the same inputs, or through providing output to the same demographic group. The fashion industry, for example, experiences agglomeration economies because they can share specialized inputs (photographers, models) that would be too expensive to employ full time. Retail stores have agglomeration economies when located in shopping malls because they have access to a large group of potential customers with lower advertising cost. Agglomeration economies is given as one of the primary reasons for the emergence of urban areas.
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                           EMPLOYMENT-POPULATION RATIO: The ratio of employed persons to the total civilian noninstitutionalized population 16 years old or older. Also termed the employment rate, the employment-population ratio is used as an alternative to the unemployment rate as an indicator of the utilization of labor resources. Because the employment-population ratio is the ratio of employment to population, it does not suffer from underestimation problems attributable to discouraged workers and other unemployed persons that enter and exit the labor force. In particular, the unemployment rate goes up and down as people enter and exit the labor force, even though these folks have no affect on employment and production. When discouraged workers leave the labor force, the unemployment rate goes down, but the employment-population ratio does not change. When high school and college students seek jobs during the summer months, the unemployment rate goes up, even though the employment-population ratio does not change.The calculation of the employment-population ratio is illustrated using this equation: | employment-population ratio | = | employed
persons
total noninstitutionalized
civilian population | x 100 |
Suppose that the total noninstitutionalized civilian population is 206,000 people and the number of employed persons is 133,000. The employment-population ratio is calculated as: | employment-population ratio | = | 133,000
206,000 | x 100 | = | 64.6% |
The employment-population ratio is closely associated with the labor force participation rate. The labor force participation rate is the ratio of the sum of both employed and unemployed to the total noninstitutionalized civilian population. The employment-population ratio is simply the ratio of employed persons to the total noninstitutionalized civilian population. The connection between the employment-population ratio and labor force participation rate is also noted by the general upward trend in the employment-population ratio. In the late 1940s, the employment-population ratio was in the mid-50 percent range. By the late 1990s, this rate had gradually risen to the mid-60 percent range. Much of this increase can be attributed to the increased participation of women in the labor force, which resulted from a change in the traditional role of women as housewives, stay-at-home mothers, and homemakers. The end result is that the economy has found employment for a larger fraction of the population, resulting in an increase in total production. The employment-population ratio is also closely connected to what is termed the dependency ratio, which indicates the degree to which the entire population depends on those actively engaged in production. When the employment-population ratio increases, society has more people working and producing and thus fewer dependents not working and producing. The burden placed on each provider is less when more people do the providing.
Recommended Citation:EMPLOYMENT-POPULATION RATIO, AmosWEB Encyclonomic WEB*pedia, http://www.AmosWEB.com, AmosWEB LLC, 2000-2024. [Accessed: September 18, 2024].
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Junk bonds are so called because they have a better than 50% chance of default, carrying a Standard & Poor's rating of CC or lower.
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"When you play, play hard; when you work, don't play at all. " -- Theodore Roosevelt, 26th US president
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WACM
Weak Axiom of Cost Minimization
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