Which projection is created by projecting points and lines from a globe onto a cone?

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Multiple Choice

Which projection is created by projecting points and lines from a globe onto a cone?

Explanation:
When the surface used to transfer the globe’s features is a cone, you’re dealing with a conic projection. Wrapping a cone around the globe (tangent or secant) and projecting points from the globe onto that cone creates a map on the cone’s surface. This approach tends to preserve shapes or areas fairly well along the mid-latitudes where the cone intersects the globe, which is why conic projections are commonly used for regions like the United States or Europe. This differs from projecting onto a plane (gnomonic projection) or onto a cylinder (Mercator projection). The option describing latitude as a horizontal concept isn’t a projection type at all.

When the surface used to transfer the globe’s features is a cone, you’re dealing with a conic projection. Wrapping a cone around the globe (tangent or secant) and projecting points from the globe onto that cone creates a map on the cone’s surface. This approach tends to preserve shapes or areas fairly well along the mid-latitudes where the cone intersects the globe, which is why conic projections are commonly used for regions like the United States or Europe.

This differs from projecting onto a plane (gnomonic projection) or onto a cylinder (Mercator projection). The option describing latitude as a horizontal concept isn’t a projection type at all.

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