A torus is a shape like a doughnut or tyre innertube: the shape that is formed if a circle is spun or rotated about a centre that is outside the circle.
Picture a coin being whirled around in big circle at the end of a string: this creates a torus. The two defining dimensions are the diameter of the big circle (the length of the string) and the diameter of the small circle (the coin).
Judging by the definitions of toruses,No he is not.
False. It's impossible to become addicted to Toruses
AnswerYes, sometimes when I go shopping I wear a long dress that almost covers my barefeet. Usually no one can tell.AnswerYou can also buy decorative "foot thongs" that look like you are wearing sandals from the top and sides (but there is no sole, as they are jewelry and not a shoe).AnswerYou can also wear flared toruses
Pi is related to circles as it is used to measure the area, circumference, surface area and volumes of any 2-D or 3-D shape that has circles or circle-related surfaces. In the case of area of a circle, it is measured as pi x r x r, OR pi x r2 where r is the radius of the circle. The relation between the radius and the circumference is also shown by by pi; circumference / diameter ( or 2 x radius) = Pi OR circumference = pi x diameter = 2 x pi x r All related shapes like cones, cylinders, spheres, toruses, and even doughnuts can be measured using Pi. Pi is usually given as 22/7, which doesn't even come that close. Another common value is 3.14, which is the cut off form of its value.