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quadrangle
▪ I. quadrangle, n. (ˈkwɒdræŋg(ə)l) [a. F. quadrangle (13th c.), ad. late L. quadrangulum, neut. of quadrangulus (see next), f. quadr- quadri- + angulus angle. The stressing quaˈdrangle, which appears in some of the quots., is given by Bailey, Ash, and Sheridan, and is still the constant Sc. use.] 1...
Oxford English Dictionary
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Quadrangle (horse)
Background
Bred by Paul Mellon, Quadrangle was foaled at the Rokeby Farm near Upperville, Virginia. Quadrangle was trained by future Hall of Fame trainer Elliott Burch,
Racing career
Quadrangle is best known for spoiling Northern Dancer's bid to capture
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Quadrangle Definition, Shapes & Family Tree - Study.com
Nov 21, 2023This shape is a square and can also be classified as a rectangle, rhombus, and parallelogram. Shape 5 is not a quadrangle because it has a curved side. Quadrangles must have four straight sides.
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quadrangle
quadrangle/ˈkwɔdræŋgl; `kwɑdræŋɡl/ n1 plane figurewith four sides, esp a square or rectangle 四边形; (尤指)正方形, 长方形.2 (fml 文) four-sided courtyard surrounded by large buildings, eg in an Oxford college (四周由大型建筑物围绕的)方形庭院(如於牛津大学学院的).
牛津英汉双解词典
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Quadrangle (architecture)
Radcliffe Quadrangle, University College, Oxford
Schenley Quadrangle, University of Pittsburgh
Bascom Hill, University of Wisconsin–Madison
Tom Quad, , University of Puerto Rico, Río Piedras
Whitworth Hall Quadrangle, University of Manchester
The Quadrangle, Royal College, Colombo
College Quadrangle,
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Quadrangle that is not a parallelogram, but has congruent opposites and 2 parallel sides Does there exist a quadrangle $ABCD$ that is not a parallelogram, but opposite sides are congruent and $AB$ is parallel to $CD$?...
Yes.  Astrogeology Research Program The Argyre quadrangle covers the area from 0° to 60° west longitude and from 30° to 65° south latitude on Mars.
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Quadrangle ABCD that is not a parallelogram, but does have a parallel side Does there exist a quadrangle ABCD that is not a parallelogram, but AB is parallel to CD?
Yes. In general, those things are called trapesoids.
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Radcliffe Quadrangle
The Radcliffe Quadrangle (or Rad Quad as it is known to students of the College) is the second quadrangle of University College, Oxford, England. It is not a "quadrangle" in the same way as the main quadrangle, because it only has buildings on three sides; the fourth side is bounded by a high stone
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Trigonometric equation with quadrangle I need some help solving this. Any hints/ideas? We got a quadrangle, inscribed in a circle. The two opposite corners are $x$ and $y$. (From this we know $x+y=180^{\circ }$)? Fin...
**Hint** $$\tan y=\tan(\pi-x)=-\tan x=-2 \rightarrow \tan x=2$$ Can you finish?
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Victoria quadrangle
The Borealis quadrangle is north of Victoria quadrangle. To the west is Shakespeare quadrangle, and to the east is Hokusai quadrangle. To the south is Kuiper quadrangle, and to the southwest is Beethoven quadrangle.
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The smallest quadrangle inscribed in a rectangle I'm supposed to find a quadrangle of the smallest perimeter possible inscribed in a rectangle. The inscribed quadrangle has each of its four vertices on another side of...
Unflod your rectangle to make a grid and place K, L, M and N on it. You goal is to shorten the distance $KL+LM+MN+NK'$. You need to align $KLMNK'$ to reach the minimal distance for $KK'$. That's $2.AC$ Here is a picture of a non-optimal situation. If it were optimal, then $KLM'N'K'$ would be a strai...
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[PDF] The real quadrangle of type E6 | Semantic Scholar
We give a geometric interpretation of the building associated to the real Lie group E_6(-14) in terms of its 54-dimensional module.
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Tolstoj quadrangle
Eminescu quadrangle is to the west of Tolstoj quadrangle, and Beethoven quadrangle is to the east. Raditladi quadrangle and Shakespeare quadrangle are to the northwest and northeast, and Neruda quadrangle and Michelangelo quadrangle are to the southwest
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A question on the requirement of a quadrilateral being an adventitious quadrangle There is a special type of problem called Langley’s Adventitious Angles. See < The problem was solved and has the following generali...
It means that if $X$, $Y$, $Z$ are any three of $B,C,E,F$ then $\angle XYZ$ has measure (in radians) of the shape $r\pi$ for some rational number $r$. Equivalently, since $\pi$ radians is $180^\circ$, it means that every angle is a rational number of degrees. Thus angles like $\frac{99}{7}$ degrees ...
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