A sphere is round - like a tennis ball. A torus is ring-shaped - like a donut !
A ring-shaped body is commonly known as a torus. A = 4 pi2 R r R is the distance from the center of the tube to the center of the torus, r is the radius of the tube.
Topology is the study of objects (often surfaces in 3D) where details like position, shape and curvature are unimportant. Two topological objects are considered equivalent if they can be stretched to look like one another. An example of two different topological objects are a sphere and a doughnut shape (torus); the sphere cannot be stretched to look like the torus because it doesn't have a hole and the torus does.
Half a torus. A torus is a doughnot (donut) shape.
it is shaped like a whale
A sphere is round - like a tennis ball. A torus is ring-shaped - like a donut !
a torus
A torus is a pool ring shaped shape. It is made by revolving circles.
A toroid is shaped like a doughnut ie is toroidal in shapetorustoru
A ring-shaped body is commonly known as a torus. A = 4 pi2 R r R is the distance from the center of the tube to the center of the torus, r is the radius of the tube.
The geometric name for the shape of a Hula Hoop or a smoke ring (which are hollow) is a torus. If the shape is solid, like a donut or a ring, it's called a toroid.
A torus is a doughnut shape. There is a picture and an enormous amount of information at http://en.wikipedia.org/wiki/Torus .
2 consecutive circles ============= As a solid geometric figure, a doughnut shape is called a torus.
KK Torus was created in 1999.
Torus Tammer was born in 1969.
No, a torus is neither a pyramid nor a prism.
Topology is the study of objects (often surfaces in 3D) where details like position, shape and curvature are unimportant. Two topological objects are considered equivalent if they can be stretched to look like one another. An example of two different topological objects are a sphere and a doughnut shape (torus); the sphere cannot be stretched to look like the torus because it doesn't have a hole and the torus does.