Which of the following observations most accurately reflects the benefits of using the Mercator projection over a Mollweide projection?(1 point)
Responses
Because the Mercator projection preserves the size of landmasses, it can be used to show spatial distributions.
Because the Mercator projection preserves the accuracy of directions, it can be used for navigation.
Because the Mercator projection preserves the distances between points on the map, it can be used to map polar regions.
Because the Mercator projection preserves the shape of landmasses, it can be used as a reference map.
Yes, you are correct! The benefits of using the Mercator projection over a Mollweide projection are that it preserves the accuracy of directions, making it suitable for navigation purposes. Thank you for the clarification!
Because the Mercator projection preserves the accuracy of directions, it can be used for navigation.
Because the Mercator projection preserves the accuracy of directions, it can be used for navigation!!! hope this helps
The observation that most accurately reflects the benefits of using the Mercator projection over a Mollweide projection is:
Because the Mercator projection preserves the accuracy of directions, it can be used for navigation.
The correct observation is:
"Because the Mercator projection preserves the accuracy of directions, it can be used for navigation."
To understand why this is the case, let's examine the characteristics of each projection:
1. Mercator Projection: The Mercator projection is a cylindrical projection that preserves the shapes of landmasses and provides constant compass bearings. This means that the lines of constant bearing (rhumb lines) appear as straight lines on the map. It was originally designed for navigational purposes, particularly for marine navigation. The projection greatly aids in plotting and following a course using constant compass directions. However, a downside of the Mercator projection is that it distorts the size and area of landmasses as it moves away from the equator, resulting in an exaggeration of the sizes of landmasses near the poles.
2. Mollweide Projection: The Mollweide projection is an equal-area projection that preserves the size and area of landmasses. It aims to represent the Earth's landmasses in their true proportional sizes. However, the Mollweide projection distorts shapes and distances, particularly near the equator and poles.
In the given options, the Mercator projection is the most suitable for navigation because it maintains the accuracy of directions, allowing for easy plotting and following of constant compass bearings. This is its primary advantage over the Mollweide projection, which is not specifically designed for navigation.