trapezium

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trapezium
trapezium (trəˈpiːzɪəm) Pl. trapezia, -iums. [a. mod.L. trapezium, ad. Gr. τραπέζιον, dim. of τράπεζα table, in geometry used by Euclid in the general sense (see 1 below), by Proclus (ed. Friedlein, p. 414) in sense 1 b. (The early Latin editions of Euclid 1482–1516 have not trapezium, but the Arabi... Oxford English Dictionary
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Trapezium
Trapezium, plural trapezia, may refer to: Trapezium, in British and other forms of English, a trapezoid, a quadrilateral that has at least one pair of parallel sides Trapezium, in North American English, an irregular quadrilateral with no sides parallel Trapezium (bone), a bone in the hand Trapezium wikipedia.org
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trapezium
trapezium/trəˈpi:zɪəm; trə`pizɪəm/ n(pl ~s) (geometry几)1 (Brit) (US trapezoid) four-sided figure with one pair of opposite sides parallel and the other pair not 梯形. =>illus at quadrilateral 见 quadrilateral 插图.2 (US) = trapezoid. 牛津英汉双解词典
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Trapezium (bone)
Structure The trapezium is distinguished by a deep groove on its anterior surface. Tubercle of trapezium The tubercle of trapezium is a tubercle found on the anterior surface of the bone. wikipedia.org
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Trapezium Cluster
The Trapezium or Orion Trapezium Cluster, also known by its Bayer designation of Theta1 Orionis, is a tight open cluster of stars in the heart of the Orion Astronomy Picture of the Day - In the Center of the Trapezium 2003 March 2 Observing the Trapezium Open clusters Orion (constellation) Orion molecular wikipedia.org
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A trapezium encloses half circle bisecting its diagonals. Find angle of the trapezium. Let $ABCD$ be a trapezium with parallel sides $AB$ and $CD$ such that the circle $S$ with $AB$ as its diameter touches $CD$. Furth...
The triangles AFO and ACB are similar since AO = OB, AF = FC and shared angle $\alpha$, , which leads to BC = 2OF = 2r. From the right triangle BEC, we have $\sin\angle$BCE = BE/BC = $\frac12$. Thus, the angle is 30$^\circ$. ![enter image description here](
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Ophiusa trapezium
Ophiusa trapezium is a moth of the family Erebidae first described by Achille Guenée in 1852. Gallery References "Fruit-piercing moth Ophiusa trapezium (Guenée) (Lepidoptera: Noctuidae: Catocalinae)". Pest and Diseases Image Library. wikipedia.org
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Pleuroploca trapezium
Pleuroploca trapezium, common name : the trapezium horse conch or striped fox conch, is a species of sea snail, a marine gastropod mollusk in the family Subspecies and formae Subspecies Pleuroploca trapezium audouini (Jonas, 1846) Forma Pleuroploca trapezium f. intermedia (Kobelt, 1875) Forma Pleuroploca wikipedia.org
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Geometry question on trapezium A trapezium $ABCD$, in which $AB$ is parallel to $CD$, is inscribed in a circle with center $O$. Suppose the diagonals $AC$ and $BD$ of the trapezium intersect at $M$, and $OM=2$. How ...
![enter image description here]( It should be clear that $\triangle MAB$ and $\triangle MCD$ are equilateral. After dropping the perpendicular from O to AC at P, (as hinted by @Rigel), $\triangle OPM$ is a 30-60-90 special triangle with the lengths as shown. Let $PC = t$. Then, $DC = MC = t + \sqrt ...
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Find the area of the trapezium ABCD is trapezium AB||CD. 10 & 40 are the areas of the respective parts !enter image description here How to find out the area of the trapezium?
If we denote trapezium total height $h$, then heights of corresponding triangles are $\frac{2h}{3}$ and $\frac{h}{3}$ (all linear ratios of triangles $ cdot h=3\cdot 40=120$, $\text{Area of} \space \triangle AOB=\dfrac{AB}{2} \cdot \dfrac{h}{3}=10$ $\implies$ $AB\cdot h = 6\cdot 10=60$; Now Area of trapezium
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动物志库|物种详情|直安钮夜蛾|Ophiusa trapezium
直安钮夜蛾 来源图书: 中国动物志 昆虫纲 第十六卷 鳞翅目 夜蛾科 来源层级: 各论 / 裳夜蛾亚科 / 安钮夜蛾属 / 直安钮夜蛾
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Are rectangles are trapezium Rectangle by definition given as the quadrilateral in which opposite sides are equal and each angle is equal to 90 degree Where as in case of trapezium any one pair of opposite sides is p...
In general by definition rectangles are not trapzeoids, only one pair of sides are parallel in a trapezoid. There are some definitions though which define parallelograms to be trapzeoids. It comes down to the definition given in class.
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If two non parallel sides of trapezium are equal. Prove that it is cyclic If the two non parallel sides of a trapezium are equal then prove that it is cyclic. I know that if the two sides are parallel the trapezium w...
The trapezium is symmetric so the angles $\angle DAB$ and $\angle ABC$ are equal. So we have $\angle ABC + \angle CDA = \pi$, i.e. we have opposite angles in the trapezium add up to $\pi$.
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