Euclidean geometry: Difference between revisions
Jump to navigation
Jump to search
imported>Miguel Adérito Trigueira (removed right angle (is repeated earlier)) |
imported>Miguel Adérito Trigueira (re-arranged some angle terms, internal links) |
||
| Line 10: | Line 10: | ||
*[[plane (geometry)|plane]] | *[[plane (geometry)|plane]] | ||
*[[plane angle (geometry)|plane angle]] | *[[plane angle (geometry)|plane angle]] | ||
*[[rectilinear angle (geometry)|rectilinear angle]] | *[[rectilinear angle (geometry)|rectilinear angle]] or '''angle''' including | ||
*[[right angle (geometry)|right angle]] | **[[right angle (geometry)|right angle]] | ||
**[[rectilinear angle (geometry)#Obtuse angle|obtuse angle]] | |||
**[[rectilinear angle (geometry)#Acute angle|acute angle]] | |||
**[[rectilinear angle (geometry)#Straight angle|straight angle]] | |||
*[[parallel (geometry)|parallel]] | *[[parallel (geometry)|parallel]] | ||
*[[perpendicular (geometry)|perpendicular]] | *[[perpendicular (geometry)|perpendicular]] | ||
*[[boundary (geometry)|boundary]] | *[[boundary (geometry)|boundary]] | ||
*[[figure (geometry)|figure]] | *[[figure (geometry)|figure]] | ||
Revision as of 06:34, 18 August 2008
Euclidean geometry is a form of geometry first codified by Euclid in his series of thirteen books, The Elements.
Some of the concepts used and described in Euclidean geometry are:
- point
- line or straight line
- surface
- plane
- plane angle
- rectilinear angle or angle including
- parallel
- perpendicular
- boundary
- figure
- circle
- center
- diameter
- semicircle
- rectilinear figure
- trilateral
- quadrilateral
- multilateral
- equilateral triangle
- isoscelese triangle
- scalene triangle
- right angled triangle
- obtuse angled triangle
- acute angle triangle
- equilateral
- square
- oblong
- rhombus
- rhomboid
- trapezia