regular hexagon वाक्य
उदाहरण वाक्य
मोबाइल
- The hexagonal form can be constructed by all regular faces, but isn't a " Johnson solid " because 6 equilateral triangles would form six co-planar faces ( in a regular hexagon ).
- The maximal number of equiangular lines in 2-dimensional Euclidean space is 3 : we can take the lines through opposite vertices of a regular hexagon, each at an angle 120 degrees from the other two.
- Regular hexagons can occur when the cooling of lava forms areas of tightly packed columns of basalt, which may be seen at the Giant's Causeway in Northern Ireland, or at the Devil's Postpile in California.
- Is there any existing proof out there proving that it's impossible to fit EXACTLY ( all corners must touch a side ) a regular pentagon inside a square ? or a regular pentagon inside a regular hexagon?
- Note that with the cube ( see image ) the perimeter of the resulting 2D drawing is a perfect regular hexagon : all the black lines have equal length and all the cube's faces are the same area.
- Note, the lengths of the sides also affect this, while a regular hexagon could be made, one with a large amount of length added to opposite sides could not be even though all the angels were the same.
- For example, the decoration of the 15th-century mosque in Yazd, Iran is based on a circle, divided into six by six circles drawn around it, all touching at its centre and each touching its two neighbours'centres to form a regular hexagon.
- The Court of the Lions is bracketed by the Hall of Two Sisters and the Hall of the Abencerrajes; a regular hexagon can be drawn from the centres of these two halls and the four inside corners of the Court of the Lions.
- These occupy three delocalized ? molecular orbitals ( molecular orbital theory ) or form conjugate ? bonds in two resonance structures that linearly combine ( valence bond theory ), creating a regular hexagon exhibiting a greater stabilization than the hypothetical 1, 3, 5-cyclohexatriene.
- The upper bound of seven on the chromatic number follows from the existence of a tessellation of the plane by regular hexagons, with diameter slightly less than one, that can be assigned seven colors in a repeating pattern to form a 7-coloring of the plane.
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