the most likely characteristic for each one. (All projections listed below are discussed in Ex. 5)
the most likely characteristic for each one. (All projections listed below are discussed in Ex. 5)
Applications and Investigations in Earth Science (9th Edition)
9th Edition
ISBN:9780134746241
Author:Edward J. Tarbuck, Frederick K. Lutgens, Dennis G. Tasa
Publisher:Edward J. Tarbuck, Frederick K. Lutgens, Dennis G. Tasa
Chapter1: The Study Of Minerals
Section: Chapter Questions
Problem 1LR
Related questions
Question

Transcribed Image Text:the most likely characteristic for each one. (All
projections listed below are discussed in Ex. 5)
Link >
GALL-PETERS
Mercator projecti
Eckert projection
Lambert conform
conic projection
Robison projectio
Goode's interrupt
homolosine
projection
Take Quiz
Quiz:
✓
This is an equivalent
projection, which
preserves the areas of
land masses but shapes
are greatly distorted at
high latitudes.
This is a conformal
projection, but the size (or
areas) of landmasses at
high latitudes are severely
enlarged compared to
their size on a globe.
This is a conic projection
and uses two standard
parallels. It is often used
by the US Geological
Survey for large scale
topographic maps.
Exit
This is an equal area
projection, which uses a
clever solution to
represent the continents
as accurately as possible.
The map appears to be
"cut off" in the middle of
the wide ocean.
I
I
I

Transcribed Image Text:the most likely characteristic for each one. (All
projections listed below are discussed in Ex. 5)
Link >
GALL-PETERS
▷
Mercator projecti
Eckert projection
Lambert conform
conic projection
Robison projectio
Goode's interrupt
homolosine
projection
Take Quiz
No new dat
Exit
i bu LITSVILU
areas) of landmasses at
high latitudes are severely
enlarged compared to
their size on a globe.
This is a conic projection
and uses two standard
parallels. It is often used
by the US Geological
Survey for large scale
topographic maps.
This is an equal area
projection, which uses a
clever solution to
represent the continents
as accurately as possible.
The map appears to be
"cut off" in the middle of
the wide ocean.
This is a pseudocylindrical
projection, which is
neither conformal, nor
equivalent (compromise)
but it is a balanced,
aesthetically pleasing
projection, used primarily
to portray the entire
world.
Junttiil QUIL
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