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| 1 | Right |
| For the direction right , see left and right or starboard. At its most fundamental, a right is a... that claim. The most basic of rights is a principle of interaction between people which amounts to..., applicable to everyone in the same sense and at the same time, and thus a right. On that basis, additional ... | |
| 2 | Pythagorean triangle |
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| 3 | Steinhaus polygon notation |
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| 4 | Geometric shape |
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| 5 | Carpentry square |
| In carpentry, a square is a guide for establishing right angles (ninety-degree angles), usually made of metal and in the shape of a right triangle ... | |
| 6 | Heronian triangle |
| A Heronian triangle is a triangle whose side lengths and area are all rational numbers ... | |
| 7 | Triangle (disambiguation) |
| The term triangle can be used with different meanings: for the geometric shape, see triangle; for the musical instrument, see triangle (instrument); for the Raleigh-Durham-Chapel Hill region of North Carolina, see Research Triangle; for the fraternity, see Triangle Fraternity. for the town in ... | |
| 8 | Symmedian |
| L . The symmedian point of a right triangle is therefore the midpoint of the altitude on the... In geometry, three special lines are associated with every triangle, the triangle's symmedians . One starts with a median of the triangle (a line connecting one vertex with the midpoint of the ... | |
| 9 | Shape dissection |
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| 10 | Bézier triangle |
| right. Note that halving a bézier triangle is similar to halving bézier curves of all orders up to...A cubic Bézier triangle is a surface with the equation where α 3, β 3, γ 3, α 2β, αβ 2, β 2γ, βγ 2, αγ 2, α 2γ and αβγ are the control points of the triangle. An example Bà ... | |
| 11 | Equilateral triangle |
| In geometry, an equilateral triangle is a triangle in which all three sides have equal lengths. Equilateral triangle Equilateral triangles are also equiangular; that is, all three internal angles are also equal to each other and are each 60Â ... | |
| 12 | Archimedean solid |
| Faces meeting at each vertex Symmetry group cuboctahedron ( Video ) 14 (8 triangles, 6 squares) 24 12 triangle-square-triangle-square O h icosidodecahedron ( Video ) 32 (20 triangles, 12 pentagons) 60 30 triangle-pentagon-triangle-pentagon I h truncated tetrahedron ( Video ) 8 (4 triangles, 4 ... | |
| 13 | Polyabolo |
| In recreational mathematics, a polyabolo is a polyform with a right isosceles triangle as the base form. The name is a back formation from 'diabolo' although the shape formed by joining two triangles at just one vertex is not a proper polyabolo ... | |
| 14 | Thales' theorem |
| . Proof We use the following facts: the sum of the angles in a triangle is equal to two right angles and... right triangle is equal to two right angles, we have 2γ + γ ′ = 180° and 2δ + δ ′ = 180Â... also true. It states that if you have a right triangle and construct a circle with the triangle's ... | |
| 15 | Exact trigonometric constants |
| its fundamental right triangle. Angle: a=180/N deg The derivation of sin/cos/tan constants into radial forms is based upon the constructability of right triangles. Here are right triangles made from... right triangle represents 3 points in a regular polygon: A vertex, an edge center containing that ... |