「triangles」の共起表現(1語右で並び替え)

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共起表現

「triangles」の共起表現一覧(1語右で並び替え)

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ith the coloring: cmm; a primitive cell is 8	triangles, a fundamental domain 2 triangles (1/2 for e
teriors in white: p4m; a primitive cell is 2	triangles, a fundamental domain 1/2
Two	triangles, a star,
as ABCDDFFEDC, which would be interpreted as	triangles ABC CBD CDD DDF DFF FFE FED DEC (degenerate
ment AC is congruent to segment XZ, then the	triangles ABC and XYZ are congruent (and thus have cor
Let two	triangles ABC and XYZ be given.
ating these layers form a regular pattern of	triangles, adjacent layers can be placed so that each
He retired from the	Triangles after the 1922 season, becoming executive of
Next in sketch e we see that the two	triangles again have identical angles - each has a rig
ns window, which applies random edits to the	triangles, an adjust window, which allows the adjustme
in the highest register by arpeggios on five	triangles and a set of glass chimes (Stockhausen 1989,
There are three	triangles and two squares on each vertex.
were made from a combination of equilateral	triangles and half-triangles, with each piece having t
g the vertex of the square distant from both	triangles and the vertices of the triangles distant fr
e face has two types of vertices: one with 3	triangles, and two with 12 triangles.
e face has two types of vertices: one with 4	triangles, and two with 8 triangles.
Rope stretchers used 3-4-5	triangles and the plummet, which are still in use by m
Crystals occur as distorted tabular	triangles and are hemimorphic, polytypes exist.
etry, a wedge is a polyhedron defined by two	triangles and three trapezoid faces.
It has 112 faces (100	triangles and 12 pentagrams), 180 edges, and 60 vertic
It has 21 faces, 18	triangles and 3 squares, 33 edges, and 14 vertices.
There are two	triangles and two heptagons alternating on each vertex
There are two	triangles and two hexagons alternating on each vertex.
It has 32 faces (20	triangles and 12 pentagons), 60 (doubled) edges and 12
e an apeirogonal antiprism composed of three	triangles and one apeirogon at each vertex.
anch of mathematics which deals with angles,	triangles and trigonometric functions such as sine, co
emiregular if the base faces are equilateral	triangles, and the other three faces are squares.
However, newer techniques such as Marching	Triangles and Ball-Pivoting employ a moving boundary f
In addition to	triangles and tetrahedra, other commonly used elements
dge forms the base of its adjacent isosceles	triangles, and is surrounded by four disphenoids, they
ore details into the maps without additional	triangles and using ray tracing to simulate displaceme
tahedron has 12 identical vertices, with two	triangles and two squares meeting at each, and 24 iden
ingly has the same abstract vertex figure (2	triangles and two squares: 3.4.3.4) and half the verti
the other and is joined to it by alternating	triangles and rectangles;
mal forms, and new decorative motifs such as	triangles and checkerboard stripes.
elongated triangular tiling which also has 3	triangles and two squares on a vertex, but in a differ
gons, the second a compound of 5 equilateral	triangles, and the third is a compound of 3 pentagrams
found that the discarded tortillas, cut into	triangles and fried, were a popular snack, and she sol
er appears frequently enough in formulas for	triangles and other figures that it is given a separat
There are four	triangles and one hexagon on each vertex.
According to some sources, Kepler	triangles appear in the design of Egyptian pyramids, b
The two interlaced	triangles are the Buddham-Gums of Creation.
glucosamine; light circles are mannose; dark	triangles are glucose.
All equilateral	triangles are similar to each other, and have 60 degre
with equality if and only if the two	triangles are similar.
(If the	triangles are alternately interlaced, this results in
The	triangles are orange and aqua, matching the colors of
apoleon's theorem states that if equilateral	triangles are constructed on the sides of any triangle
In geometry, two	triangles are perspective (or homologic) if, when the
For example, if two	triangles are drawn, the first pair of congruent sides
and formations, for example lines, circles,	triangles are apart from changing place between the da
In their place 8	triangles are replaced by a pair of trapezoids, edge l
o means twice, polyaboloes with from 1 to 10	triangles are called respectively monoboloes, diaboloe
The 80 of the	triangles are equilateral, and 60 triangles from the p
The	triangles are said to be perspective from the line.
ron is a polyhedron obtained by adding extra	triangles around each vertex.
or more pairs of mutually congruent scalene	triangles as faces.
construction of equilateral and right-angled	triangles, as well as circles.
se; however, the statement is true for acute	triangles, as shown by Balitrand in 1916.
dral symmetry, with 6 hexagonal faces, and 4	triangles at the truncated vertices.
lo' although the shape formed by joining two	triangles at just one vertex is not a proper polyabolo
s in place of the original hexagons, and new	triangles at the original vertex locations.
ted by placing the short sides of two golden	triangles back-to-back.
nd ABC' be similarly constructed equilateral	triangles based on the other two sides of triangle ABC
f concurrence of the Euler lines of the four	triangles BCI, CAI, ABI, and ABC.
The rings are thought to make a few BO3	triangles, but mostly link (polymerize) into ribbons a
gular bipyramid can be made with equilateral	triangles, but is not a deltahedron because it has cop
e formed from four congruent right isosceles	triangles, but this can also be accomplished with thre
al tiling with every heptagon divided into 7	triangles by the center point.
ls of deltahedra, as each of the equilateral	triangles can serve as faces, the edges of which adjoi
These isosceles	triangles can be used to produce Penrose tilings.
s, saying "If incest, manipulation, and love	triangles can be spun into a quality romantic drama, T
struction of points, lines, planes, spheres,	triangles, circles and their intersections.
has evolved into geometrical shapes such as	triangles, circles and squares...With this methodology
During their first season the	Triangles, clad in bright yellow and green uniforms, p
It is one of the several ways to prove two	triangles congruent.
In addition Schwarz	triangles consider (p q r) which are rational numbers.
Set of connected	triangles described by vertices A through F.
Triangular bifrustum - 6 trapezoids, 2	triangles, dual elongated triangular dipyramid
y be characterized in terms of the number of	triangles each edge belongs to and by the existence of
The degenerate	triangles effectively introduce discontinuities or "ju
The difference in area of these two	triangles equals the area of the original triangle.
n intermediate value of θ in which 24 of the	triangles form coplanar pairs, the compound assumes th
4 are the circumcenters of the four possible	triangles formed from the orthocentric points A1, A2,
points A, B, C and H is given, then the four	triangles formed by any combination of three distinct
Kites and darts in which the two isosceles	triangles forming the kite have apex angles of 2π/5 an
sahedron with 12 equilateral hexagons and 20	triangles, forming 30 vertices in total; this figure's
The convex hull of these two	triangles forms a convex polyhedron that is combinator
Also, it is the shape of the	triangles found in the points of pentagrams.
We follow the	triangles from right to left, until we reach the first
nal tiling with each hexagon divided into 12	triangles from the center point.
re tiling with each square divided into four	triangles from the center point, forming an infinite a
Algebraic formulas of how to mix squares and	triangles gave the periodic laws.
f we see that using the principle of similar	triangles, given that each triangle has identical angl
ions corresponding to the number of possible	triangles given the data.
eriencing exciting adventures among squares,	triangles, half circles and other roundings.
(1) All isosceles	triangles have their base angles equal, and All triang
e, side") is a postulate stating that if two	triangles have corresponding sides equal in length, th
Consequently, these four	triangles have circumcircles with identical radii.
Note the up/down asymmetric	triangles in the nonreversible rule.
e the minimum angle of all the angles of the	triangles in the triangulation; they tend to avoid ski
each triangle will be much smaller than the	triangles in LISA's pattern.
ematics, Ono's inequality is a theorem about	triangles in the Euclidean plane.
The	triangles in this compound decompose into two orbits u
The	triangles in this compound decompose into two orbits u
with the dark	triangles in black and the light ones in white: p4g; a
If N is the number of	triangles in the fan, the number of vertices describin
er inequality is a result on the geometry of	triangles in the Euclidean plane, named after the math
to define the corners of surfaces (typically	triangles) in 3D models, where each such point is give
sighting of large, silent, low-flying black	triangles in Ans, Wallonia, which were tracked by mult
forming the square into eight tall isosceles	triangles in elevation, or an elongated square antipri
Served in tubs and individually packaged	triangles in cardboard wheels, it has been imitated in
c dodecahedron with a single vertex and four	triangles in a regular fashion one ends up with a disd
Special angle-based	triangles inscribed in a unit circle are handy for vis
c triangle has the smallest perimeter of all	triangles inscribed into an acute triangle, hence it i
ght of as a square antiprism with a chain of	triangles inserted around the middle.
In computer graphics, marching	triangles is a technique for reconstructing two-dimens
Without alternating	triangles, it has octahedral symmetry (Oh).
As a Johnson solid, with 6 equilateral	triangles, it is also in the set of deltahedra.
If the pentagrammic faces are broken into	triangles, it is topologically related to the triakis
0 intersecting triangular faces, having five	triangles meeting at each vertex in a pentagrammic seq
enus 3 surface, together with a tiling by 56	triangles, meeting at 24 vertices, with symmetry group
Consequently these four possible	triangles must all have circumcircles with the same ci
In the normal Euclidean geometry,	triangles obey the Pythagorean theorem, which states t
Right	triangles of such proportions can be found inside a cu
Note the similarly sized	triangles of the front and hind wings and the widely s
The traditional presentation is on	triangles of toast with the skewer removed and topped
are coated with red marble and interlocking	triangles of anodized aluminum punctuated with plaques
who played his entire career with the Dayton	Triangles of the "Ohio League" and later the National
In spherical trigonometry,	triangles on the surface of a sphere are studied.
Given a square, construct equilateral	triangles on two adjacent edges, either both inside or
t is the cluster of three pentagons and four	triangles on one side of the solid.
(4 3 2)	triangles on sphere
rean theorem applied to the two right-angled	triangles, one has
face has three types of vertices: one with 4	triangles, one with 6 triangles, and one with 12 trian
ts can be connected to form either isosceles	triangles or rhombic faces.
Usually baked in	triangles or rhombus shapes creating several corners w
a bisected triangular tiling divided into 6	triangles, or as an infinite arrangement of lines in s
Most of his videos are love	triangles or deal with situations where a person for s
or Euclidean space by simple shapes, such as	triangles or tetrahedra, in an irregular pattern.
defined, and easily discernible objects like	triangles, or more social notions like friendship or l
el of a sort of tent city or a mess of paper	triangles or mentally disarranged envelopes", it was g
These six extra	triangles partially cover ABC, and leave six overhangi
S 1.1/2.0 and is capable of up to 20 million	triangles per second.
05 graphics chip capable of up to 41 million	triangles per second.
S 1.1/2.0 and is capable of up to 20 million	triangles per second.
describe the shape of a pair of equilateral	triangles placed base to base, and the initial "di-" l
for the design of the cover where there are	triangles pointing outwards from the logo, representin
for 8 years, playing for the Flyers, Dayton	Triangles, Pottsville Maroons and Buffalo Bisons.
cs such as perpendicular and parallel lines,	triangles, quadrilaterals, and transformations.
hitecture features geometric forms including	triangles, rectangles, and circles, and the buildings
Gay Liberation: Pink	triangles, red banners, Australian Gay Left, (Original
s that looked like actual turtles instead of	triangles, redefinable turtle shapes, and collision de
g spirals engraved on the nose, and a row of	triangles representing the teeth of the mouth.
id or rotated 30° (requires at least 4 and 3	triangles, respectively); ditto for 3-fold rotational
ctions, dealing with rectangles, right-sided	triangles, rhombuses, etc.
ed Thales' theorem and pertaining to similar	triangles, see Intercept theorem.
vertices that are necessary to describe the	triangles separately.
to five rings), single and double hooks, two	triangles set together resembling butterfly wings, hor
concentration camp in which SS used colored	triangles sewn onto clothing, as well as armbands, to
calls the Nazis forcing gay men to wear pink	triangles sewn to their clothes as an identifier and b
The two	triangles should be twisted with respect to each other
are small circles, pentacles, crescents and	triangles, showing strong relationships with the Picti
When working with right	triangles, sine, cosine, and other trigonometric funct
The list of fundamental integer Heronian	triangles, sorted by area and, if this is the same, by
upports networks designed with SMLT or DSMLT	triangles, squares, and SMLT or DSMLT full mesh topolo
arrangement of laths composed of interlaced	triangles such that each point where two laths cross h
Other colors identified Jews (two	triangles superimposed as a yellow star), political pr
have an alternating sequence of squares and	triangles surrounding a single polygon at the top (tri
It is a giant sphere made up of small	triangles suspended in a massive space with no ground.
The number of	triangles that appear below the player's score designa
a degenerate strip, which contains zero-area	triangles that the processing software or hardware wil
It describes a set of connected	triangles that share one central vertex (unlike the tr
Thus, in oblique	triangles, the true base is the sum of the sides, and
nian polyhedral graph in which all faces are	triangles, the Goldner-Harary graph.
ace by hopping from planet to planet to form	triangles, the alien is saved if the player manages to
If the sides are all equilateral	triangles, the pyramid is one of the Johnson solids (J
orks of this type, formed by subdividing all	triangles the same number of times.
that is, constructed entirely of equilateral	triangles: the gyroelongated square bipyramid, a Johns
The book contains formulae for right-handed	triangles, the general law of sines, and the solution
nts and ten lines describing two perspective	triangles, their center of perspectivity, and their ax
Gerulaitis led the Pittsburgh	Triangles to the World Team Tennis championship title
a kis operation that adds a center point and	triangles to replace the faces of a square tiling (qua
(3/2 5/2) \|, requiring two different Schwarz	triangles to generate it: (3 5/3 3/2) and (3 5/3 5/2).
In works such as Two Open	Triangles Up Gyratory Rickey's two wind driven element
many countries were completely overlaid with	triangles, using the surveying method of triangulation
A book of 15 short stories, '	Triangles', was published in 1990.
as the Colts' earliest ancestor, the Dayton	Triangles, were part of the league's inaugural season
The	Triangles were replaced by the Pennsylvania Keystones
of the characters of the anime, and the love	triangles were considerably simplified.
s flat geometric figure composed entirely of	triangles, where, for every pair of joining triangles,
There are also tilings by overlapping	triangles, which correspond to Schwarz triangles with
the film, creating various blobs, lines, and	triangles which the projector read as sound.
during her escape is white trimmed with red	triangles, which is the design of Final Fantasy's typi
ssallation of the real projective plane by 4	triangles), which can be visualized by constructing th
gonoides are the nonmetals made from regular	triangles, while the metallic Tetragonoides were made
Right	triangles whose sides are of integer lengths, Pythagor
ngle, one can split it into two right-angled	triangles, whose sidelengths form Pythagorean triples
These four possible	triangles will all have the same nine-point circle.

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共起表現

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「triangles」の共起表現一覧(1語右で並び替え)