Question:medium

Which map projection is most suitable for showing equatorial regions?

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A simple way to remember map projections:
  • \textbf{Cylindrical Projection} $\rightarrow$ Equatorial regions
  • \textbf{Conical Projection} $\rightarrow$ Mid-latitudes
  • \textbf{Polar (Azimuthal) Projection} $\rightarrow$ Polar regions
Each projection minimizes distortion in the region where the projection surface touches the globe.
Updated On: Mar 16, 2026
  • Mercator Projection
  • Conical Projection
  • Cylindrical Projection
  • Polar Projection
Show Solution

The Correct Option is C

Solution and Explanation

Step 1: Understanding the Concept:
Map projections transform the spherical Earth onto a flat 2D surface. Because a sphere cannot be flattened without distortion, different "developable surfaces" (cylinder, cone, or plane) are used to minimize distortion in specific areas.
Step 2: Detailed Explanation:
A Cylindrical Projection is created by wrapping a conceptual cylinder around the Earth, usually touching it at the Equator.
Because the projection surface touches the globe exactly at the Equator, the distortion is minimal in the equatorial regions and increases as one moves towards the poles.
Conical Projections use a cone that typically touches the globe along a mid-latitude parallel, making them ideal for temperate or mid-latitude regions.
Polar (or Azimuthal/Planar) Projections use a flat plane tangent to one of the poles, making them best for mapping polar regions.
While Mercator is a specific type of cylindrical projection, the generic term "Cylindrical Projection" is the fundamental category best suited for equatorial mapping.
Step 3: Final Answer:
A Cylindrical Projection is most suitable for showing equatorial regions.
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