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A globe is the most accurate representation of the earth.
The Seismic Moment Scale is the most accurate measurement of an earthquake's magnitude.
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They had various origins
Compare: Both Mercator and Gnomonic projections are commonly used for nautical purposes, such as routes for ships to take.Contrast: Gnomonic projections usually display a small area of the Earth, whereas a Mercator projection displays the entire Earth, but with distortions at the poles.
The most common map projections are based on three main geometric shapes: 1) Sphere to a Plane 2) Cylindrical Projections, 3) Conic Projections.
they are cylindrical, azimuthal, and conic.
conic projections are made by projecting points and lines from a globe onto a cone
Mercator and conic projections are different because conic projections have a cone/triangle shape and they are the same because both are type of maps..... I know really bad answer but I hope this helped
Because conic projections are suited to mapping small areas
Polyconic
yes ,Mercator Robinson and conic projections differ because Mercator Robinson is not true it`s Mercator projection . Mercator projections are the grid is rectangular and lines of latitude and longitude are all parallel. conic projections are a map projections of the globe onto a cone with its points over one of the earth`s poles
Map makers are called cartographers. There are 3 generally accepted types of map projections. These are cylindrical projections, conic projects and planar projections.
These maps are called conic maps.
I would recommend electronic FHA rates for the most accurate projections. I would not trust newspaper obviously because of the time elapse of when it was printed and the shift if rates.
1)They are made by wrapping a cone of paper around a globe .2)A map containing several conic projections are called a Polyconic.3)When you wrap the paper around the globe to make conic projection it has to be at a certain line of lattitude .
Three projection methods used by geographers and map makers are: cylindrical conic planar.