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The average density of a state rises, but all districts do not rise equally. What does this show?

Answer and explanation

Correct answer: Density growth is spatially uneven

Correct answer: A, density growth is spatially uneven. A state's average is calculated from the population and area of all its districts together. The average can rise when the increase is large in some districts, even if other districts show only a small increase or no increase. Employment, migration, urbanisation, transport, physical conditions and services may cause population changes to differ from place to place. A is correct because it identifies regional variation in the change of density. B is the opposite of the information given: the districts did not rise equally. C cannot be concluded; a district may grow slowly or lose population, but the state average can still rise. D is wrong because area is essential to the calculation of density. Memory cue: a state average describes the whole, not identical change in every district.

Related tags

Density GrowthRegional VariationDistrict ComparisonSpatial InequalityPopulation DensityPopulationGeographyClass 9 Mcq

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