Which method of showing Earth's surface is the most accurate?
A.
an equal-area projection
B.
a scale-model globe
C.
a Mercator projection
D.
a Robinson projection
I think its A or C
I think its B
Thank you though for giving me a "huge clue"
It is B. (3x3)^20%
To determine which method of showing Earth's surface is the most accurate, let's explore the options provided:
A. An equal-area projection: This projection aims to accurately represent the relative sizes of land areas. It preserves the areas of regions but distorts their shapes and distances. It may be useful in providing a balanced representation of land masses, but it sacrifices shape and distance accuracy.
B. A scale-model globe: A scale-model globe is a three-dimensional representation of the Earth's surface, where the relative sizes, shapes, and distances are accurately depicted. This method offers the most accurate representation of Earth's surface.
C. A Mercator projection: The Mercator projection is a cylindrical map projection designed for navigational purposes. While it is useful for navigation due to its ability to maintain accurate direction, it distorts areas and shapes as it excessively enlarges regions near the poles.
D. A Robinson projection: The Robinson projection is an attempt to create a compromise projection that balances area, shape, and distance. It reduces distortion compared to the Mercator projection but still compromises accuracy to some extent.
Based on the options provided, the most accurate method of showing Earth's surface is B, a scale-model globe. This method allows for accurate representation of the relative sizes, shapes, and distances on Earth.
Neither of those answers is correct. The earth can not be shown accurately on a flat piece of paper. The earth is not flat.
I checked two of your guesses. You're on your own now. Please do not post this question again.