A great circle is defined as the largest possible circle that can be drawn on a sphere, resulting from the intersection of the sphere with a plane that passes through the sphere's center. It represents the shortest path between two points on the surface of the sphere, making it significant in navigation and geography. Examples of great circles include the equator and the longitudinal lines on a globe.
If a circle has the area A and radius r, thenA = pi * r^2
An angle in a circle who's vertex is on the circle.
That is the definition of the incenter; it is the center of the inscribed circle.
No. Every circle on the sphere whose center is also the center of the sphere is a great circle. If the circle's center is not also the center of the sphere, then the circle is a small circle.
The circumference of any circle divided by its diameter is equal to pi
it is the circle that ut the hemisphere into two part.
it is the circle that ut the hemisphere into two part.
mathematical phrase
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Altitude
A semi-circle.
A circle. (or approximately a circle if you look closely the mountains and valleys that the cross section cuts through disturb the circle). a mathematical sphere will give a mathematical circle at all cross sections.
"Pi" is a number. It's the circumference of any circle divided by the diameter of the same circle. It's approximately equal to 3.1416, or to ( 22/7 ), but it can never be written exactly with digits. That's why a symbol is used to refer to it.
force/area
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A quarter of a circle.
Property is not just a mathematical term. It means a characteristic or attribute.