This is a regular decagon, because its sides and angles are all equal. An irregular decagon, on the other hand, does not have equal sides or angles. If even one side (and therefore, one angle) is different, the decagon is irregular. The sides and angles of this decagon are not equal...
This is a regular decagon, because its sides and angles are all equal. An irregular decagon, on the other hand, does not have equal sides or angles. If even one side (and therefore, one angle) is different, the decagon is irregular. The sides and angles of this decagon are not equal...
regular (left) and irregular (right) polygons pol·y·gon (pŏl′ē-gŏn′) n. A closed plane figure bounded by three or more line segments. [Late Latinpolygōnum, from Greekpolugōnon, from neuter of Greekpolugōnos,polygonal:polu-,poly-+-gōnos,angled; see-gon.] ...
4.If we make the sides of this triangle equal to the radius of the given circle, then the base will be the side of the regular decagon inscribed in the circle. 5.They are not circular, but form the sides of an irregular decagon. ...
In geometry, a tetrakaidecagon (or tetradecagon) is a polygon with 14 sides and angles.The regular tetradecagon is the Petrie polygon for four higher dimensional polytopes. A regular tetradecagon can't be constructed using compass and straightedge. In geometry, a Petrie polygon for a regular ...
regular (left) and irregular (right) polygons pol·y·gon (pŏl′ē-gŏn′) n. A closed plane figure bounded by three or more line segments. [Late Latinpolygōnum, from Greekpolugōnon, from neuter of Greekpolugōnos,polygonal:polu-,poly-+-gōnos,angled; see-gon.] ...