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# What is a plane in geometry?

**In geometry, a plane is defined as a flat, infinite surface.** It has infinite length and width but no thickness. A plane is thus a two-dimensional, boundless surface and a subset of space.

A plane is also defined as a set of points. Three noncollinear points, or points that don't lie on a single line, are said to lie in a unique plane. There are infinite points in a plane. A line and a point not lying on this line are also said to lie in a unique plane. In geometry, a plane is often represented as a four-sided figure on paper, which allows for the study of planes. The top of a table, the surface of a book and a page in a book are examples of portions of a plane.

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Q:
## What is the flat surface of a solid figure?

A: In geometry, the flat surface of a solid figure is referred to as a "face." A solid figure is a three-dimensional geometric shape that contains "faces," "v... Full Answer >Filed Under: -
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## What is a tessellation maker?

A: A tessellation maker is an application that allows the user to form a tessellation, which is a repeating pattern of polygons covering a plane, leaving no g... Full Answer >Filed Under: -
Q:
## Who invented the Cartesian plane?

A: The French philosopher and mathematician Rene Descartes invented the Cartesian plane in the 17th century. The name Cartesian is derived from Descartes' own... Full Answer >Filed Under: -
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## What is a coordinate proof?

A: A coordinate proof is a proof of a geometric theorem that uses generalized points on the Cartesian plane to make an argument. This method entails assigning... Full Answer >Filed Under: