Difference between revisions of "Prefixes in words for geometrical figures"
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DavidWalker (Talk | contribs) (New page: The prefixes in English words for two- and three-dimensional geometrical figures generally derive from the Greek words for the numbers. See Greek and Latin words for numbers. There are...) |
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| − | |+ Words for plane (i.e., two-dimensional) geometrical figures | + | |+ '''Words for plane (i.e., two-dimensional) geometrical figures''' |
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! No. of sides !! Name of figure !! Comments | ! No. of sides !! Name of figure !! Comments | ||
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| 3 || triangle || This derives from the Latin ''tres'' (three) and ''angulus'', meaning 'corner or angle'. The Greek-derived 'trigon' is archaic. | | 3 || triangle || This derives from the Latin ''tres'' (three) and ''angulus'', meaning 'corner or angle'. The Greek-derived 'trigon' is archaic. | ||
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| − | | 4 || quadrilateral || This derives from the Latin ''quattuor'' (four) and ''latus''/''lateris'', meaning 'side'. The Greek derived 'tetragon' is archaic. | + | | 4 || quadrilateral || This derives from the Latin ''quattuor'' (four) and ''latus''/''lateris'', meaning 'side'. The Greek-derived 'tetragon' is archaic. |
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| 5 || pentagon || - | | 5 || pentagon || - | ||
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{| border="1" cellpadding="2" | {| border="1" cellpadding="2" | ||
| − | |+ Words for solid (i.e., three-dimensional) geometrical figures | + | |+ '''Words for solid (i.e., three-dimensional) geometrical figures''' |
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! No. of faces !! Name of figure !! Comments | ! No. of faces !! Name of figure !! Comments | ||
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| − | | 4 || | + | | 4 || tetrahedron || A pyramid is one type of tetrahedron. A regular tetrahedron has four plane sides which are equilateral triangles. |
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| 5 || pentahedron || - | | 5 || pentahedron || - | ||
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| − | See also [[Greek and Latin | + | See also [[Greek and Latin words for numbers]], [[Prefixes in units of measurement]], [[Prefixes for very high numbers]], and [[Greek or Latin numerical prefix?]]. |
[[Category:Prefixes]][[Category:Numbers]][[Category:Greek]][[Category:Latin]][[Category:Etymology]] | [[Category:Prefixes]][[Category:Numbers]][[Category:Greek]][[Category:Latin]][[Category:Etymology]] | ||
Latest revision as of 17:52, 14 December 2007
The prefixes in English words for two- and three-dimensional geometrical figures generally derive from the Greek words for the numbers. See Greek and Latin words for numbers. There are some exceptions - in the case of the words for two-dimensional figures with three, four, or nine sides, as noted in the first table below.
As you will see, the words for two-dimensional (i.e., plane) figures are usually formed by adding the prefix to the stem -gon. This stem comes from the Greek word gonia, which means 'corner or angle'. The words for three-dimensional (i.e., solid) figures are formed by adding the prefix to the stem -hedron. This stem comes from the Greek word hedra, which means 'seat or base'.
| No. of sides | Name of figure | Comments |
|---|---|---|
| 3 | triangle | This derives from the Latin tres (three) and angulus, meaning 'corner or angle'. The Greek-derived 'trigon' is archaic. |
| 4 | quadrilateral | This derives from the Latin quattuor (four) and latus/lateris, meaning 'side'. The Greek-derived 'tetragon' is archaic. |
| 5 | pentagon | - |
| 6 | hexagon | - |
| 7 | heptagon | - |
| 8 | octagon | - |
| 9 | nonagon | 'nona-' comes from the Latin nonus, meaning 'ninth'. The Greek-derived 'enneagon' is also possible. |
| 10 | decagon | - |
| 11 | hendecagon | - |
| 12 | dodecagon | - |
| No. of faces | Name of figure | Comments |
|---|---|---|
| 4 | tetrahedron | A pyramid is one type of tetrahedron. A regular tetrahedron has four plane sides which are equilateral triangles. |
| 5 | pentahedron | - |
| 6 | hexahedron | A regular hexahedron is a cube. |
| 7 | heptahedron | - |
| 8 | octahedron | - |
| 9 | enneahedron | - |
| 10 | decahedron | - |
| 11 | hendecahedron | - |
| 12 | dodecahedron | - |
| 20 | icosahedron | - |
See also Greek and Latin words for numbers, Prefixes in units of measurement, Prefixes for very high numbers, and Greek or Latin numerical prefix?.
