Plane geometry - Revision history

Foxtrot: link

2009-01-16T02:05:14Z

link

NathanG: wikify

2008-10-05T22:04:24Z

wikify

NathanG: mew!

2008-10-05T21:57:42Z

mew!

DRamon: New page: '''Plane geometry''' is a branch of mathematics dealing with geometry on a flat surface, typically called the '''Euclidean Plane'''. Any point on such a plane can be described using just t...

2008-09-16T02:41:27Z

New page: '''Plane geometry''' is a branch of mathematics dealing with geometry on a flat surface, typically called the '''Euclidean Plane'''. Any point on such a plane can be described using just t...

New page

'''Plane geometry''' is a branch of mathematics dealing with geometry on a flat surface, typically called the '''Euclidean Plane'''. Any point on such a plane can be described using just two coordinates, referred to as the "horizontal" and "vertical" components. The point at coordinates (0,0) is called the origin.

← Older revision		Revision as of 02:05, January 16, 2009
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−	'''Plane geometry''' is a branch of [[mathematics]] dealing with [[geometry]] on a flat surface, typically called the ''Euclidean Plane''. Any point on such a plane can be described using just two coordinates, referred to as the "horizontal" and "vertical" components. The point at coordinates (0,0) is called the [[origin]].	+	'''Plane geometry''' is a branch of [[mathematics]] dealing with [[geometry]] on a flat surface, typically called the [[Euclidean Plane]]. Any point on such a plane can be described using just two coordinates, referred to as the "horizontal" and "vertical" components. The point at coordinates (0,0) is called the [[origin]].

	[[Category:Geometry]]		[[Category:Geometry]]

← Older revision		Revision as of 22:04, October 5, 2008
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−	'''Plane geometry''' is a branch of mathematics dealing with geometry on a flat surface, typically called the '''Euclidean Plane'''. Any point on such a plane can be described using just two coordinates, referred to as the "horizontal" and "vertical" components. The point at coordinates (0,0) is called the origin.	+	'''Plane geometry''' is a branch of [[mathematics]] dealing with [[geometry]] on a flat surface, typically called the ''Euclidean Plane''. Any point on such a plane can be described using just two coordinates, referred to as the "horizontal" and "vertical" components. The point at coordinates (0,0) is called the [[origin]].

	[[Category:Geometry]]		[[Category:Geometry]]

← Older revision		Revision as of 21:57, October 5, 2008
Line 1:		Line 1:
	'''Plane geometry''' is a branch of mathematics dealing with geometry on a flat surface, typically called the '''Euclidean Plane'''. Any point on such a plane can be described using just two coordinates, referred to as the "horizontal" and "vertical" components. The point at coordinates (0,0) is called the origin.		'''Plane geometry''' is a branch of mathematics dealing with geometry on a flat surface, typically called the '''Euclidean Plane'''. Any point on such a plane can be described using just two coordinates, referred to as the "horizontal" and "vertical" components. The point at coordinates (0,0) is called the origin.
		+
		+	[[Category:Geometry]]