The spatial distribution of population is best represented by which one of the following?

Correct option is B

Introduction
The Dot Method is most appropriate for visualizing the spatial distribution of population. In this method, a dot is assigned a specific population value (e.g., one dot represents 1,000 people). The dots are then placed on the map in the locations where the population lives, giving a direct visual sense of clustering, density, and sparse areas across the space.
Information Booster
· Purpose: Primarily used to show the geographical distribution and density of a phenomenon, such as population, crops, or livestock.
· Technique: Each dot on the map represents a fixed number of the item being mapped.
· Advantages: Provides an intuitive and clear visual representation of where a feature is concentrated or sparse.
· Application: Highly effective for phenomena that occur as discrete units, like individual people or farming units.
· Spatial Accuracy: The careful placement of dots, often guided by high-resolution auxiliary data, ensures a relatively accurate reflection of the real-world distribution.
Additional Points
· Bar Diagram Method: Used to compare the magnitude of a single variable between different geographical units, not the spatial distribution within a region.
· Percentage Bar Diagram Method: A variation of the bar diagram used to show the breakdown of a total into its components for different regions.
· Isopleth Method: Used to represent phenomena that vary continuously over space, like temperature, air pressure, or rainfall (isotherms, isobars, isohyets), not typically for a discrete unit like population.