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u should ask Jesus to answer this question!!
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What do geographers use the great circles of latitude for?
Geographers use great circles of latitude primarily to understand and represent global positioning and navigation. These circles help in determining distances between locations on the Earth's surface and aid in mapping out travel routes. Additionally, they play a crucial role in climate studies and understanding regional variations, as different latitudes correspond to distinct climatic zones. Overall, great circles serve as essential reference points for both geographic analysis and practical applications in navigation.
Why great-circle routes are commonly used in navigation?
Great-circle routes are the shortest distance between two points on a sphere, making them the most efficient for long-distance navigation. They also help conserve fuel by reducing the total distance traveled. Additionally, great-circle routes are utilized by aircraft to take advantage of the Earth's curvature for faster travel times.
Why is a great circle used for navigation?
Because any 'Great Circle' is the shortest distance across a sphere. Where the Earth is concerned , all the meridians and the Equator are Great Circles. The Plane of a 'Great Circles ' 'cut' the sphere into two equally sized hemispheres. NB Other than the Equator all the latitudes are NOT great Circles.
Are there any great circles on the Earth that are entirely in water?
Yes, there are great circles on Earth that are entirely in water, such as the Equator or the Prime Meridian. These circles divide the Earth into two equal halves and are significant in navigation and geographical reference.
Why is a great- circle route often used in navigation?
Great Circle routes are used because they are the shortest route between two points on the globe.
Why is a great circle route often navigation?
Since the earth is a globe, some air routes are shorter when the flight goes over the Arctic. Those flights take a part of the "great circle" and shave off hours of distance. In fact great circle routes are applicable anywhere on the globe because they are the shortest routes between any two points.
Why are great-circle paths commonly used in navigation?
Because on a globe, a great-circle route is the shortest route between two places.
Why is a great-circle route often used in navigation?
Since the earth is a globe, some air routes are shorter when the flight goes over the Arctic. Those flights take a part of the "great circle" and shave off hours of distance. In fact great circle routes are applicable anywhere on the globe because they are the shortest routes between any two points.
What is a great circle route used in navigation?
A great circle route is the shortest path between two points on the surface of a sphere, such as the Earth. In navigation, it is often used by aircraft and ships to minimize travel distance and time. These routes are represented as arcs on a flat map due to the curvature of the Earth, making them appear longer than they actually are. Navigators calculate these routes to optimize fuel efficiency and reduce travel time.
Compare and contrast mercator and gnomonic projections?
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.
What is the plane that cuts the earth surface and passes through the center?
The plane that cuts the Earth's surface and passes through its center is called the "great circle." A great circle divides the Earth into two equal hemispheres and represents the shortest path between two points on the surface. The equator and all lines of longitude are examples of great circles. These circles are crucial in navigation and geography for determining distances and directions.
Which parallel of latitude are great circles?
All parallels of latitude, except for the Equator, are not great circles. Great circles are the largest circles that can be drawn on a sphere and pass through its center, whereas small circles do not pass through the center of the sphere.
