Strictly speaking, the answer is no. There is an implicit assumption that parallel lines refer to straight lines and, since there are no straight lines in a rainbow, there cannot be any parallel lines. The lines are concentric and so they never meet.
This is a "sector" of the circle. We usually visualize it as a wedge of pie. But by the definition, it can be a quarter of the disk, a half of the disk, or as close to the full disk as you want, but just not the whole disk.
sectorsThis is a "sector" of the circle. We usually visualize it as a wedge of pie. But by the definition, it can be a quarter of the disk, a half of the disk, or as close to the full disk as you want, but just not the whole disk.
Different types of lines are :parallel lines, intersecting lines, perpendicular lines,oblique lines, vertical lines, horizontal lines, zigzag lines, curved lines ,wavy lines, and dashed or dotted lines.
Either parallel lines or longitudinal lines are opposite transversal lines.
True
No.
No.
True
I sense you're talking about the infinite disk, the hyperbolic disk or the Poincare disk. The limit of the circumference is infinite and a real number and is not actually part of the hyperbolic plane.
what henri poincare famous for
well... he was a french mathematician
everything
H. Poincare has written: 'Science and hypothesis' 'Theorie du potentiel newtonien' 'The foundations of science'
Raymond Poincare was the 10th President of France. He was president from 1913 to 1920 and had previously served as Prime Minister.
Raymond Poincare
Raymond Poincare