I believe the azimutal map shows the poles and direction correctly
the ideal map would show shapes, distances and direction correctly.
A Winkle Tribal map projection is a modified azimuthal map projection. This is one of three projection.
The "Peter Projection" (also called the Gall-Peters projection) has accurate relative areas but distorted shapes. It is is one specialization of a configurable equal-area map projection known as the equal-area cylindric.These projections preserve area:Gall orthographic (also known as Gall-Peters, or Peters, projection)Albers conicLambert azimuthal equal-areaLambert cylindrical equal-areaMollweideHammerBriesemeisterSinusoidalWernerBonneBottomleyGoode's homolosineHobo-DyerCollignonTobler hyperelliptical
-- A road map with the distance marked between every pair of junctions. -- An azimuthal equidistant projection centered on either of those cities.
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!
Mathematicians and astronomers use the Azimuthal or polar map.
the ideal map would show shapes, distances and direction correctly.
Azimuthal
d'Aiguillon is given credit for naming the Azimuthal map in 1613. However, its origin can be traced back to Greek Hipparchus in the 2nd century BC.
they are cylindrical, azimuthal, and conic.
a flat
A Winkle Tribal map projection is a modified azimuthal map projection. This is one of three projection.
Azimuth is the measurement of the position of a star in the sky
actually, we don't have any idea about this because our teacher, florentino morales jr didn't taught us what is this stuff!
Read the map's symbols correctly
The word "map" is spelled M-A-P.
The "Peter Projection" (also called the Gall-Peters projection) has accurate relative areas but distorted shapes. It is is one specialization of a configurable equal-area map projection known as the equal-area cylindric.These projections preserve area:Gall orthographic (also known as Gall-Peters, or Peters, projection)Albers conicLambert azimuthal equal-areaLambert cylindrical equal-areaMollweideHammerBriesemeisterSinusoidalWernerBonneBottomleyGoode's homolosineHobo-DyerCollignonTobler hyperelliptical