Answer:
Explanation:
B. The title of a map can identify the location it shows.
When presenting a map, it is always important to put the location where the mapping process covers. This is why one can easily infer the locational attribute on a map from the title given to a map. For example, on a geologic map, the title can be "Geological field mapping of BoreCounty and environs", from the title, we can say the location of the mapping was in BoreCounty.
C. A legend typically explains the area a map shows.
Legends or keys are used to make sense of a map. The legend can be drawn for different map features. A user can easily get a succint interpretation of the map by looking through the legend and applying the symbols and codes of the legend to the map piece. Therefore, legends in most part explains the map area.
D. Colors and symbols are named in the map’s key.
This is true. For any color or symbol used on the map, the key presents and names them. Rivers, rail tracks, roads amongst others appears on a map and they are duly and properly named.
Because a magnet with north and south with another magnet with north and south can pull or push each other. same way with continental drift.
The correct answer is - False.
The Boreal forest is part of the Taiga biome, not of the Alpine one. It is located on the northern hemisphere, form Norway to the Pacific coast of Russia, and from the pacific to the Atlantic coast of the northern half of North America and it occupies the biggest space compared to any other biome in the world. It is a place where there's short humid summers, and very long, extremely cold, snowy winters. It is a biome where the coniferous forest dominates, and some of the animals that live here are the lynx, bears, wolfs, elk, deer, moos...
<u>Answer:</u>
<em>The Stereographic projection is a type of map projection which would be used to locate the other side of the lake which cannot be seen.</em>
<u>Explanation:</u>
So basically <em>Stereographic projection is defined as a particular kind of mapping</em> in which it projects the entire sphere into a fine plane map.
Every projection in the map is defined on every part of the sphere but except one point which is called as the projection point.
<em>These maps are considered as smooth and bijective.</em>
