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There is no map that shows all of the land masses correct shapes. Cylindrical projections will show land masses accurately if they are close to the equator. Planar will show them correctly at the center of the map. And conic projection will show the poles accurately. If you really need perfect sizes, use a globe (: hope that helped!

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What is the most famous example of cylindrical projection?

The most famous example of cylindrical projection is the Mercator projection. This type of map projection distorts the size and shape of landmasses as they get closer to the poles, but it is commonly used for nautical navigation due to its ability to represent lines of constant compass bearing as straight lines.


Which area is most distorted on a map?

Areas near the poles are most distorted on maps, as the projection of the Earth's curved surface onto a flat map causes significant distortion in these regions. This distortion is known as polar distortion and results in inaccuracies in size and shape of landmasses near the poles.


Where is the most distortion on a azimuthal projection?

In an azimuthal projection, distortion is most pronounced at the edges of the map, particularly as one moves away from the central point. This projection accurately represents distance and direction from the center but can significantly distort shape, area, and scale towards the periphery. Consequently, features located far from the center appear increasingly distorted, making them less reliable for navigation or spatial analysis.


The shape of Mar's orbit around the Sun is most accurately described as?

An ellipse.


What is the most famous map projection in history?

The Mercator projection is perhaps the most famous map projection in history. It was created by Gerardus Mercator in 1569 and is known for its distortion of the sizes of land masses, particularly near the poles, making the countries closer to the equator appear larger. It gained widespread popularity due to its ability to accurately represent navigation routes for sailors.

Related Questions

What is the most famous example of cylindrical projection?

The most famous example of cylindrical projection is the Mercator projection. This type of map projection distorts the size and shape of landmasses as they get closer to the poles, but it is commonly used for nautical navigation due to its ability to represent lines of constant compass bearing as straight lines.


What is the most accurate way to show the Earth's Continents and Ocean?

The most accurate way to show the Earth's continents and oceans is by using a map projection that preserves the relative size and shape of landmasses, such as the Winkel Tripel projection. This projection minimizes distortion of continents and oceans compared to other types of projections. Additionally, utilizing a globe is the most accurate representation of Earth's true shape and geography.


Is it true or false that the Robinson projection shows the size of the continents accurately and the water areas are expanded to fill the extra space?

True. The Robinson projection is a compromise map projection that shows the size and shape of most continents relatively accurately, while also increasing the size of oceans to balance out the distortions of the land areas. However, no map projection can perfectly represent the three-dimensional Earth on a two-dimensional surface.


Shows size and shapes on a map accurately?

the atlas that truckers most use are maps in which show true shape but definitely indignify the size of the map


Which area is most distorted on a map?

Areas near the poles are most distorted on maps, as the projection of the Earth's curved surface onto a flat map causes significant distortion in these regions. This distortion is known as polar distortion and results in inaccuracies in size and shape of landmasses near the poles.


Where is the most distortion on a azimuthal projection?

In an azimuthal projection, distortion is most pronounced at the edges of the map, particularly as one moves away from the central point. This projection accurately represents distance and direction from the center but can significantly distort shape, area, and scale towards the periphery. Consequently, features located far from the center appear increasingly distorted, making them less reliable for navigation or spatial analysis.


Which projection would you use to plan a voyage by the ship in a straight line across ocean?

For planning a voyage by ship in a straight line across the ocean, the Mercator projection is the most suitable. This cylindrical map projection preserves angles, making it useful for navigation as it allows sailors to plot a straight course with a constant compass bearing. However, it does distort the size of landmasses, especially near the poles, so it's primarily used for navigation rather than for representing areas accurately.


What projection shows all of earth with nearly the true sizes and shapes of the continents and oceans?

The Robinson projection is a compromise projection that shows most of the Earth's landmasses and oceans with relatively accurate sizes and shapes, while minimizing distortion. It strikes a balance between preserving spatial relationships and minimizing distortion across the globe.


What is quadrilateral most accurately described as?

A 4 sided shape


What Is quadrilateral is most accurately described as?

A 4 sided shape


What is the most common method of communicating the shape and size of an object that is intended for manufacture?

Multi view projection


What kind of projection map (s) shows land and water areas without distorting them?

The most commonly used projection for accurately representing land and water areas without distortion is the Robinson projection. It balances size and shape distortion, presenting a visually appealing depiction of the world. Another option is the Winkel Tripel projection, which minimizes distortion in area, direction, and distance, making it suitable for various purposes. Both projections aim to provide a more realistic view of the Earth's surface compared to traditional cylindrical projections.