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What is a real world example of a sphere?
some real world examples of a sphere could be a basketball ,baseball, soccerball ,or even there earth itself
What is the mathematical definition of great circle?
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.
What shape has 2 edges no vertices and no right angles?
A frustum of a cone, or a sphere sliced by two planes are a couple of examples.
What are facts about the sphere?
Some facts about a sphere is, a sphere is round.
What one does not belong circle square triangle rectangle sphere octagon?
The correct answer is Sphere. All of these are geometric shapes, however only the sphere is a 3 dimensional one.
What are the examples of space figures?
sphere
what are word examples of sphere?
ball
What solid figure does not have an apex?
A sphere and a cylinder are two examples
Which solids has a curved surface?
Some examples are a sphere, a cylinder and a cone.
What objects have curved surfaces?
A cone, cylinder and a sphere are three examples.
What is a real world example of a sphere?
some real world examples of a sphere could be a basketball ,baseball, soccerball ,or even there earth itself
What 3d shape has one curved?
A sphere, a cone, a section of a sphere or ellipsoid, a torus (doughnut) sliced by a plane perpendicular to its axis, a paraboloid. These are some examples.
What are examples of spatial figures?
the spatial figures are cone,cube,cylender,sphere,pyramid.........
What has one curved face maths shapes?
A sphere, an ellipsoid, a toroid are some examples.
What are the different examples of spatial figures?
cone,pyramid,sphere,cylinder,cube and rectangular prism
What is any circle on the surface of a sphere whose center is at the center of the sphere?
Any circle on the surface of a sphere whose center is at the center of the sphere is known as a "great circle." Great circles represent the largest possible circles that can be drawn on a sphere and divide the sphere into two equal hemispheres. The equator of a planet and the lines of longitude are examples of great circles. In contrast, smaller circles that do not have the same center as the sphere are called "small circles."
What are the examples of spatial figures and their pictures?
cylinder cube cone rectangular prism sphere circle pyramid
