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rectangle
▪ I. rectangle, n. (ˈrɛktæŋg(ə)l) [ad. late L. rectiangulum a right-angled triangle (7th c.), neut. of rectiangulus adj.: see next. Cf. F. rectangle n.] 1. a. In Geom., a plane rectilinear four-sided figure having all its angles right angles, and therefore its opposite sides equal and parallel; gen....
Oxford English Dictionary
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Rectangle
Rectangle-rhombus duality
The dual polygon of a rectangle is a rhombus, as shown in the table below. Unicode
U+25AC ▬ BLACK RECTANGLE
U+25AD ▭ WHITE RECTANGLE
U+25AE ▮ BLACK VERTICAL RECTANGLE
U+25AF ▯ WHITE VERTICAL RECTANGLE
See also
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A Rectangle Is a Square but a Square Is Not a Rectangle [Solved] - Cuemath
A square is a special type of rectangle because it has all the properties of a rectangle. interior angles which measure 90 ∘ each. opposite sides that are parallel and equal. two diagonals that bisect each other and are equal. A square is called a special kind of rectangle because it has some additional properties which do not apply to ...
www.cuemath.com
Is square a rectangle? or rectangle is a square? - Toppr
Solution. All squares are rectangles. Not all rectangles are squares. A quadrilateral is a rectangle if all four internal angles are 90 o. A quadrilateral is a square if all four internal angles are 90 o and all four sides are equal in measure. Note that the first condition for a square is the same as the only condition for a rectangle, and ...
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Is square a rectangle? or rectangle is a square? | Socratic
sente Apr 23, 2016 All squares are rectangles. Not all rectangles are squares. Explanation: A quadrilateral is a rectangle if all four internal angles are 90∘. A quadrilateral is a square if all four internal angles are 90∘ and all four sides are equal in measure.
socratic.org
rectangle
rectangle/ˈrektæŋgl; `rɛktæŋɡl/ nfour-sided geometricfigure with four right angles, esp one with unequal adjacent sides 方形; (尤指)长方形, 矩形. =>illus at quadrilateral 见 quadrilateral 插图.
牛津英汉双解词典
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Latin rectangle
An Latin rectangle is called a Latin square. Let be a Latin rectangle and be a semi-Latin square, then the equivalence is given by
For instance, the 3×5 Latin rectangle
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Le Rectangle
Here is Le Rectangle. Because the Rectangle is subject to strict laws".
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Rectangle (label)
Doug (7") Rectangle 1994
Rec-RREM - eRikm, Re/Cycling Rectangle (7") Rectangle 1999
Rec-RRXG2- Xavier Garcia, Re/Cycling Rectangle (7") Rectangle 1999 Rec-RRYO - Otomo Yoshihide, Re/cycling Rectangle (7") Rectangle 2000
Rec-U - Eugene Chadbourne, To Doug (7") Rectangle 2000
CD
Rec-AC2 - David Grubbs
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en.wikipedia.org
Golden rectangle
In geometry, a golden rectangle is a rectangle whose side lengths are in the golden ratio, , which is (the Greek letter phi), where is approximately golden rectangle
A distinctive feature of this shape is that when a square section is added—or removed—the product is another golden rectangle, having
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DJ Rectangle
Montage - Larger Than Life
"Larger Than Life" (Label: TVT)
1999
DJ Rectangle - Pumping Energy 3
Various (Label: De Wolfe)
DJ Rectangle - Hard Beats on Billboard]
[ DJ Rectangle on Allmusic]
DJ Rectangle on Discogs
DJ Rectangle on Msn Entertainment
DJ Rectangle on Yahoo!
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Ailles rectangle
The Ailles rectangle is a rectangle constructed from four right-angled triangles which is commonly used in geometry classes to find the values of trigonometric The remaining space at the top of the rectangle is a right triangle with acute angles of 15° and 75° and sides of , , and .
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84. Largest Rectangle in Histogram - GitHub Pages
84. Largest Rectangle in Histogram Leetcode Array Stack . Given n non-negative integers representing the histogram's bar height where the width of each bar is 1, find the area of largest rectangle in the histogram.. Above is a histogram where width of each bar is 1, given height = [2,1,5,6,2,3]. The largest rectangle is shown in the shaded area, which has area = 10 unit.
techlarry.github.io
85. Maximal Rectangle - The Beauty of Programming
Problem from leetcode 85. Maximal Rectangle 这道题在poj 1964 City Game和poj 3494 Largest Submatrix of All 1's有原题。 这是一道典型的 dynamic programming 问题。我们既可以用 84. Largest Rectangle in Histogram相似的解法又可以用 53. Maximum Subarray的idea。在poj 1964 City Game的online judge中,O(n3)的算法是通不过的,不过这里可以通过。
asanchina.wordpress.com