Respuesta :
I would say that Asia should be the answer as for example the populations of India and China are both greater than 1.3 billion people so that is the arithmetic figure plus a correlative physiologic density or number of people/unit area of arable land is also very likely in these two countries alone. With high figures for physiologic density, then it means they may reach their output limit sooner than a country with a lower such density.
Asia is the regions possesses both a high arithmetic and a high physiologic density.
Further Explanation:
High arithmetic density:
Conversely, a zone with a low arithmetic density has a higher potential for farming generation. Financially, a low horticultural thickness would be positive for future development. Number-crunching Density-the absolute number of individuals partitioned by the all out land region.
Example of arithmetic density:
Human Population Density is sort of estimation which is called arithmetic density, and is accounted for as the absolute number of individuals per land region. For instance, starting at 2014, the Nile Delta has a pop. density of 1000 individuals for each square kilometer. As it were, a normal of 1000 individuals are living in a territory 1 x 1 km.
physiological density:
The physiological density or genuine populace thickness is the quantity of individuals per unit region of arable land. A higher physiological density recommends that the accessible horticultural land is being utilized by more and may arrive at its yield limit sooner than a nation that has a lower physiological density.
Difference between arithmetic density and physiological density:
Arithmetic density is otherwise called genuine density while physiological density is the quantity of individuals per unit of arable land. The key distinction between the two is that number juggling is all out populace separated by all out land while physiological is absolute populace isolated by arable land.
Subject: Geography
Level: High School
Keywords: High arithmetic density, example of arithmetic density, physiological density, difference between arithmetic density and physiological density.
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