they appear as straight lines.
i needed help w this (?] too shoooot.
aha,
they appear as straight lines.i needed help w this (?] too shoooot.aha,
Gerardus Mercator (1512-1594) developed a method (Mercator cylindrical projection) of displaying the Earth's surface (which is curved) as a flat nautical map. On his map of 1569, sailing courses along a fixed bearing appeared as straight lines with the proper angle to the meridians. (But areas nearer the equator appear smaller than similar areas nearer the poles.) This map could not be fully applied to its intended use (sailing) until nearly 200 years later.
A good example of a cylindrical projection is the Mercator projection. It is widely used for navigation because it preserves angles, making it useful for marine charts. However, it distorts the size of landmasses, particularly near the poles, making countries like Greenland appear much larger than they are in reality. This projection is often criticized for its inaccuracies in representing the true scale of regions but remains popular for its practical applications.
Mercator is not a map, but a map projection, i.e. a way of representing the continents on a map. The Mercator projection is only accurate between 30 degrees north and south latitude. The further away you go from that point, the greater the exaggeration.
Lines of longitude are referred to as meridians and appear as parallel lines on a globe. These lines converge at the poles and are evenly spaced around the globe from the Prime Meridian at 0 degrees to the 180th meridian.
they appear as straight lines.i needed help w this (?] too shoooot.aha,
Cylindrical
A cylindrical map projection in which the meridians and parallels of latitude appear as lines crossing at right angles and in which areas appear greater farther from the equator.conic
On a Mercator projection, meridians appear as straight, parallel lines running from top to bottom of the map, spaced evenly apart. This is because the Mercator projection is a cylindrical map projection that preserves straight lines of constant bearing, resulting in meridians being stretched vertically towards the poles.
The Mercator projection is a cylindrical projection, where the meridians are equally spaced vertical lines and the parallels are horizontal lines parallel to the equator. It distorts the size of land masses as they get farther from the equator, making areas like Greenland appear much larger than they actually are.
Because of distortion
The Mercator projection is a cylindrical map projection that distorts the size of land masses as they get closer to the poles, making areas near the poles appear larger than they actually are. This projection is commonly used in marine navigation due to its ability to maintain straight lines of constant bearing.
Gerardus Mercator (1512-1594) developed a method (Mercator cylindrical projection) of displaying the Earth's surface (which is curved) as a flat nautical map. On his map of 1569, sailing courses along a fixed bearing appeared as straight lines with the proper angle to the meridians. (But areas nearer the equator appear smaller than similar areas nearer the poles.) This map could not be fully applied to its intended use (sailing) until nearly 200 years later.
A good example of a cylindrical projection is the Mercator projection. It is widely used for navigation because it preserves angles, making it useful for marine charts. However, it distorts the size of landmasses, particularly near the poles, making countries like Greenland appear much larger than they are in reality. This projection is often criticized for its inaccuracies in representing the true scale of regions but remains popular for its practical applications.
Mercator is not a map, but a map projection, i.e. a way of representing the continents on a map. The Mercator projection is only accurate between 30 degrees north and south latitude. The further away you go from that point, the greater the exaggeration.
Lines of longitude are referred to as meridians and appear as parallel lines on a globe. These lines converge at the poles and are evenly spaced around the globe from the Prime Meridian at 0 degrees to the 180th meridian.
On a globe, parallels and meridians do not intersect at right angles; only the equator and the prime meridian intersect perpendicular to each other. On a Mercator projection map, the meridians appear as straight lines converging at the poles, while the parallels are equally spaced horizontally, giving the illusion that they intersect at right angles, when in reality that is not the case.