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Tegesé saka "spherical polygon" ing bausastra Basa Inggris

Bausastra
BAUSASTRA
section

PANGOCAP SAKA SPHERICAL POLYGON ING BASA INGGRIS

spherical polygon play
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GOLONGAN PARAMASASTRA SAKA SPHERICAL POLYGON

tembung aran
tembung sipat
tembung kriya
tembung katrangan
tembung ganti
preposition
panyambung
panemtu
seru

APA TEGESÉ SPHERICAL POLYGON ING BASA INGGRIS?

Klik kanggo deleng deifinisi asli saka «spherical polygon» ing bausastra Basa Inggris.
Klik kanggo deleng pertalan otomatis saka definisi ing Basa Jawa.

Trigonometri bundher

Spherical trigonometry

Trigonometri spherical yaiku cabang saka geometri spherical sing gegayutan karo hubungan antara fungsi trigonometri sisi lan sudut poligon sfera sing ditemtokake dening sawetara intersecting lingkaran gedhe ing bal. Trigonomèri bundher penting banget kanggo pangétungan ing astronomi, geodesi lan pandhu arah. Asal-usul trigonomèri bundher ing matématika Yunani lan perkembangan utama jroning matématika Islam wis dibahas kanthi lengkap ing Sejarah trigonomètri lan Matématika ing Islam abad tengahan. Subyek teka kanggo pangembangan ing jaman Modern kaping pisanan kanthi perkembangan penting dening John Napier, Delambre lan liya-liyane, lan ngrambah wangun sing ateges rampung ing pungkasan abad kaping 19 kanthi publikasi buku teks Todhunter trigonometri Spherical kanggo nggunakake sekolah lan sekolah. Buku iki saiki kasedhiya ing web. Perkembangan pinunjul wiwit saiki wis dadi aplikasi metode vektor kanggo derivasi téoréma lan panggunaan komputer kanggo ngitung kalkulasi sing dawa. Spherical trigonometry is that branch of spherical geometry which deals with the relationships between trigonometric functions of the sides and angles of the spherical polygons defined by a number of intersecting great circles on the sphere. Spherical trigonometry is of great importance for calculations in astronomy, geodesy and navigation. The origins of spherical trigonometry in Greek mathematics and the major developments in Islamic mathematics are discussed fully in History of trigonometry and Mathematics in medieval Islam. The subject came to fruition in Early Modern times with important developments by John Napier, Delambre and others, and attained an essentially complete form by the end of the nineteenth century with the publication of Todhunter's text book Spherical trigonometry for the use of colleges and Schools. This book is now readily available on the web. The only significant developments since then have been the application of vector methods for the derivation of the theorems and the use of computers to carry through lengthy calculations.

Definisi saka spherical polygon ing bausastra Basa Inggris

Définisi poligon sfera ing kamus iku sawijining tokoh geometris sing ditutup ing permukaan bal sing diwatesi déning telung utawa luwih arcs bunderan gedhe.

The definition of spherical polygon in the dictionary is a closed geometric figure formed on the surface of a sphere that is bounded by three or more arcs of great circles.

Klik kanggo deleng deifinisi asli saka «spherical polygon» ing bausastra Basa Inggris.
Klik kanggo deleng pertalan otomatis saka definisi ing Basa Jawa.

TEMBUNG BASA INGGRIS KANG AWIT KAYA SPHERICAL POLYGON

sphere
sphere of influence
sphereless
spherelike
spheric
spherical
spherical aberration
spherical angle
spherical coordinates
spherical geometry
spherical triangle
spherical trigonometry
sphericality
spherically
sphericalness
sphericity
spherics
spheristerion
spherocyte
spherocytoses

TEMBUNG BASA INGGRIS KANG WUSANANÉ KAYA SPHERICAL POLYGON

Aragon
argon
bandwagon
dragon
ergon
Gorgon
hexagon
jargon
jump on the bandwagon
octagon
Oregon
paragon
pentagon
polygon
Saigon
snapdragon
station wagon
wagon
Yangon
zygon

Dasanama lan kosok bali saka spherical polygon ing bausastra dasanama Basa Inggris

DASANAMA

Pertalan saka «spherical polygon» menyang 25 basa

PAMERTAL
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PERTALAN SAKA SPHERICAL POLYGON

Weruhi pertalan saka spherical polygon menyang 25 basa nganggo Basa Inggris pamertal multi basa kita.
pertalan saka spherical polygon saka Basa Inggris menyang basa liyané kang kasuguhaké ing perangan iki kajupuk saka pertalan statistik otomatis; ing ngendhi inti unit pertalan yaiku tembung «spherical polygon» ing Basa Inggris.

Pamertal Basa Inggris - Basa Cina

球面多边形
1,325 yuta pamicara

Pamertal Basa Inggris - Basa Spanyol

polígono esférico
570 yuta pamicara

Basa Inggris

spherical polygon
510 yuta pamicara

Pamertal Basa Inggris - Basa India

गोलाकार बहुभुज
380 yuta pamicara
ar

Pamertal Basa Inggris - Basa Arab

المضلع الكروي
280 yuta pamicara

Pamertal Basa Inggris - Basa Rusia

сферический многоугольник
278 yuta pamicara

Pamertal Basa Inggris - Basa Portugis

polígono esférico
270 yuta pamicara

Pamertal Basa Inggris - Basa Bengali

গোলাকার বহুভুজ
260 yuta pamicara

Pamertal Basa Inggris - Basa Prancis

polygone sphérique
220 yuta pamicara

Pamertal Basa Inggris - Basa Malaysia

Poligon bulat
190 yuta pamicara

Pamertal Basa Inggris - Basa Jerman

sphärische Polygon
180 yuta pamicara

Pamertal Basa Inggris - Basa Jepang

球形ポリゴン
130 yuta pamicara

Pamertal Basa Inggris - Basa Korea

구형 다각형
85 yuta pamicara

Pamertal Basa Inggris - Basa Jawa

Poligon bundher
85 yuta pamicara
vi

Pamertal Basa Inggris - Basa Vietnam

đa giác hình cầu
80 yuta pamicara

Pamertal Basa Inggris - Basa Tamil

கோள கோணம்
75 yuta pamicara

Pamertal Basa Inggris - Basa Marathi

गोलाकार बहुभुज
75 yuta pamicara

Pamertal Basa Inggris - Basa Turki

Küresel poligon
70 yuta pamicara

Pamertal Basa Inggris - Basa Italia

poligono sferico
65 yuta pamicara

Pamertal Basa Inggris - Basa Polandia

sferyczny wielokąta
50 yuta pamicara

Pamertal Basa Inggris - Basa Ukrania

сферичний багатокутник
40 yuta pamicara

Pamertal Basa Inggris - Basa Romawi

poligon sferic
30 yuta pamicara
el

Pamertal Basa Inggris - Basa Yunani

σφαιρικό πολύγωνο
15 yuta pamicara
af

Pamertal Basa Inggris - Basa Afrikaans

sferiese veelhoek
14 yuta pamicara
sv

Pamertal Basa Inggris - Basa Swedia

sfärisk polygon
10 yuta pamicara
no

Pamertal Basa Inggris - Basa Norwegia

sfærisk polygon
5 yuta pamicara

Trèn migunakaké spherical polygon

TRÈN

KEKAREPAN PANGGUNAN ARAN «SPHERICAL POLYGON»

0
100%
ARANG KEREPÉ
Ora digunakaké
5
/100
Kart kang kapituduh ing dhuwur nuduhaké arang kerepé kagunané aran «spherical polygon» ing negara kang béda-béda.
Dhasar kekarepan panggolékan lan kagunaan kang umum saka spherical polygon
Daptar dhasar panggolékan kang dilakoni dening pangguna kanggo migunakaké Basa Inggris bausastra online kita lan gupita kang asring digunakaké nganggo tembung «spherical polygon».

ARANG KEREPÉ PANGGUNANÉ ARAN «SPHERICAL POLYGON» SALAWASÉ IKI

Gambar awujudaké arang kerepé evolusi taunan panggunané saka tembung «spherical polygon» sasuwiné 500 taun. Panggunané andedhasar panalitén sapira asringé aran «spherical polygon» metu ing sumber kang kacé digital ing Basa Inggris antaraning taun 1500-an lan wektu iki.

Tuladha kang kagunakaké ing sastra Basa Inggris, pethikan lan warta babaganspherical polygon

TULADHA

BUKU BASA INGGRIS KAKAIT KARO «SPHERICAL POLYGON»

Temukaké kagunané saka spherical polygon ing pilihan bibliografi iki. Buku kang kakait dening spherical polygon lan pethikan cekak kang padha kanggo nyediyakaké panggunané ing sastra Basa Inggris.
1
Graphics Gems IV
Robert D. Miller 1837 Burrwood Circle E. Lansing, Ml 48823 0 Problem 0 Given a spherical polygon described by its vertices, find its area. Each side of a spherical polygon is a great circle arc on a sphere. Finding the area of a spherical ...
Paul S. Heckbert, 1994
2
Machining Impossible Shapes
Figure 8 shows four great circles and a spherical polygon formed by taking intersection of these great circles. Classifying Edges on Spherical Polygon: When all the spherical polygons are formed, we can proceed to classify various part edges ...
Gustav J. Olling, Byoung K. Choi, Robert B. Jerard, 1999
3
Convex Polyhedra
Moreover, related papers by L.A.Shor and Yu.A.Volkov have been added as supplements to this book.
N.S. Dairbekov, A.D. Alexandrov, Semën Samsonovich Kutateladze, 2006
4
Spatial Tessellations: Concepts and Applications of Voronoi ...
The term 'spherical polygon' mentioned above is a 'polygon' on a sphere S. To be precise, let S, be a hemisphere on S. Then, a spherical polygon is defined by the set of points on S which is obtained from the combination of intersections ...
Atsuyuki Okabe, Barry Boots, Kokichi Sugihara, 2009
5
Plane and Solid Geometry
657. Spherical Polygon. A portion of a spherical surface bounded by three or more arcs of great circles is called a spherical polygon. The bounding arcs are called the sides of theipolygon, the angles between the sides are called the angles of ...
George Wentworth, 2012
6
Mathematics of Surfaces XI: 11th IMA International ...
The area of each individual spherical polygon will be less than 2π in most cases. Below is the description of the algorithm For each vertex v in V { face-list → Get the list of faces for the current vertex. Order the faces around the current vertex in  ...
Ralph Martin, Helmut Bez, Malcolm Sabin, 2005
7
The Mathematics Dictionary
Two polygons are mutually equilateral if their corresponding sides are equal. equilateral spherical polygon. A spherical polygon which has all of its sides equal . E'QUI-LIB'RI-UM, n. equilibrium of forces. The property of having their resultant ...
R.C. James, 1992
8
Theory of Shell Structures
Appendix 7 The area of a spherical polygon The surface area of a simply- connected spherical polygon, drawn on the surface of a sphere of unit radius, depends only on the angles at its vertices. Each edge of such a polygon (or n- gon) is, ...
C. R. Calladine, 1989
9
Elements of Geometry and Trigonometry: With Notes
... example, in other words, if the polygon is £ of the tri-rectangular polygon, then the corresponding solid angle will also be | of the right solid angle. PROPOSITION XXIV. THEOREM. The surface of a spherical polygon is BOOK VII. 179.
Adrien Marie Legendre, 1822
10
Spherical Astronomy
1*33 Area of a Spherical Polygon Let AX, A2, Ay.., An be a spherical polygon having n sides. Take any point P on the surface of the sphere within the polygon and join PioAuA2, A„. Thus the polygon is divided into n triangles PAXA2, PA2 ...
Dr. S. K. Sharma, Dr. R. K. Gupta, Dr. Dhirendra Kumar

KAITAN
« EDUCALINGO. Spherical polygon [online]. Kasedya <https://educalingo.com/jv/dic-en/spherical-polygon>. Mei 2024 ».
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