An example would be Egypt. Millions of people live in its great cities as well as its irrigate farmland. The population density of the irrigated farmland in Egypt would be an example of physiological population density.
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The arithmetic population density of Phoenix, Arizona is 3119.94 per square mile.
An arithmetic density is a population density measured as the number of people per unit area of land.
The arithmetic density of a population is the total number of people in proportion to the area of land (land size) The physiological density of a population is the total population in proportion to the area of arable land. Therefore, the arithmetic density of a population is always lower than the physiological density, since a land's arable portion can only be a subset of it's full size. Arithmetic = (Population/Full size) Physiological = (Population/Arable zones)
arithmetic density, agricultural density, physiological density, urban density, residential density
arithmetic density, agricultural density, physiological density, urban density, residential density
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False.
Yes; the arithmetic density is based over the entire area while physiologic density is over farmable land .
Arithmetic population density is the population of a country or region expressed as an average per unit area. The figure is derived by dividing population of the areal unit by the number of square kilometers or miles that make up the unit.
one example is population density, population number / area of country (sq. miles) england = 52 000 000 / 50 346 = 1 033 people / sq. mile
1.Sensitive to extreme values.if you find the arithmetic population density of an area where one part of it is densely populated while another part has no population the density will not reflect that 2.works only when all values are equally important 3.not suitable for time series type of
It doesn't tell us anything about population distribution in individual countries.