spherical triangle उदाहरण वाक्य
उदाहरण वाक्य
- In 1646 John Wallis received from Foster a theorem on spherical triangles which he afterwards published in his " Mechanica ".
- The relationship between area and rotations is explained by Girard's theorem relating the area of a spherical triangle to its angular excess.
- He also stated the law of sines for spherical triangles, discovered the law of tangents for spherical triangles, and provided proofs for these laws.
- He also stated the law of sines for spherical triangles, discovered the law of tangents for spherical triangles, and provided proofs for these laws.
- :With 2 or 3 great circles ( not all passing through the same 2 poles ), I believe nothing is possible except spherical triangles.
- They therefore enclose a spherical triangle on the surface of any sphere centered on that point and repeated reflections produce a multitude of copies of the triangle.
- Given the calculated ( angular ) distance from A to B you can construct a spherical triangle A-B-pole, which has all sides known.
- In his " On the Sector Figure ", he stated the law of sines for plane and spherical triangles, and provided proofs for this law.
- My question is whether, given any arbitrary number of great circles, configurations in which all partitions are spherical triangles are abundant or rare ( or very rare ).
- When one of the angles, say " C ", of a spherical triangle is equal to & pi; / 2 the various identities given above are considerably simplified.