A map projection is a flat representation of the Earth's global surface. There are for different types of projections-- those that focus on distance, those that focus on direction, those that focus on area, and those that focus on shape. Conformal map projections are the type that show the correct size of continents but distort area size.
These are simply called "equal area projections" - they maintain the same area as on a globe, but the shapes are distorted the farther you go from the selected great circle, typically the equator for north-oriented projections. These projections are usually cylindrical, such as the Lambert Equal-Area, the Behrmann, and the Mollweide projections.
Conic
The equal-area projection shows size of various land masses.
Equal-Area projection
Well the Peter's Projection IS a "real map," as you say; or rather, another projection. There are hundreds out there and none are better than any others. It just depends on what you're using it for. The Peter's Projection is just an image of the world that, when it was brought out in 1974, was different than anyone had previously seen, since the Mercator projection in 1596. The Peter's Projection basically is a more accurate version of what you are referring to as a "real map." A Mercator projection shows the shapes of land masses as they appear on a globe, but flattened out, which gives an extremely inaccurate picture of the size of the masses. (For instance, it shows Greenland as being roughly the same size as Africa, when in fact it 14 times smaller!!) The Peter's was created in order to show the true size of land masses, in a more fair representation. It does, however, sacrifice true shape.The best thing you can do is look at images of several projections next to each other so that you can see what I mean.Check out website with URL in related links for Explanation & Guide of the Peters World Map.
Continental air masses form in the United States
Continents are land masses. Continent starts with the letter c.
The equal-area projection shows size of various land masses.
near the poles
Equal-Area projection
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!
A mapmaking method that minimizes distortion of land masses is the Equal Area projection, which preserves accurate relative sizes of land areas. Examples include the Mollweide and Goode's Homolosine projections.
The Mollweide Projection shows areas that land masses are larger and they are larger. The disorts are shape of land and direction.
Gravitational waves are formed when the masses that are found in the space distorts. And these moving objects emit waves that carry out energy away from the space.
Well the Peter's Projection IS a "real map," as you say; or rather, another projection. There are hundreds out there and none are better than any others. It just depends on what you're using it for. The Peter's Projection is just an image of the world that, when it was brought out in 1974, was different than anyone had previously seen, since the Mercator projection in 1596. The Peter's Projection basically is a more accurate version of what you are referring to as a "real map." A Mercator projection shows the shapes of land masses as they appear on a globe, but flattened out, which gives an extremely inaccurate picture of the size of the masses. (For instance, it shows Greenland as being roughly the same size as Africa, when in fact it 14 times smaller!!) The Peter's was created in order to show the true size of land masses, in a more fair representation. It does, however, sacrifice true shape.The best thing you can do is look at images of several projections next to each other so that you can see what I mean.Check out website with URL in related links for Explanation & Guide of the Peters World Map.
Because of distortion
The Mollweide Projection shows areas that land masses are larger and they are larger. The disorts are shape of land and direction.
It turns out that gravity distorts both space and time. In the presence of masses - and especially of large masses - space no longer obeys the laws of Euclidean geometry. For example, you can no longer expect the sum of all angles, in a triangle, to be exactly 180 degrees.
The Mercator Projection keeps all angles of land masses equal in relation to the Earth's meridians. This is what has made it so popular as a nautical travel tool for sailors.