The group of projection with horizontal parallels and evenly set vertical meridians is known as

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Multiple Choice

The group of projection with horizontal parallels and evenly set vertical meridians is known as

Wrapping a cylinder around the globe creates a grid where longitude lines become straight, evenly spaced vertical lines and latitude lines become horizontal lines. This produces a rectangular grid with horizontal parallels and uniformly spaced vertical meridians, which is the hallmark of cylindrical projections. The other projection types yield different grid patterns—for example, conic and azimuthal (planar) projections arrange parallels and meridians in circular or converging patterns rather than a uniform rectangular grid—so they don’t fit this description.

Wrapping a cylinder around the globe creates a grid where longitude lines become straight, evenly spaced vertical lines and latitude lines become horizontal lines. This produces a rectangular grid with horizontal parallels and uniformly spaced vertical meridians, which is the hallmark of cylindrical projections. The other projection types yield different grid patterns—for example, conic and azimuthal (planar) projections arrange parallels and meridians in circular or converging patterns rather than a uniform rectangular grid—so they don’t fit this description.

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