Euclid is considered one of the greatest thinkers of all time. His Euclidean geometry is still one of the many techniques in Geometry that are taught today. His elements taught plane and solid geometry, algebra as well as number theory.
He was a French mathematician who created coordinated geometry that is plotted on the Cartesian plane.
Edward Kasner has written: 'The Invariant Theory of the Inversion Group: Geometry Upon a Quadric Surface' 'The covering of the plane by circles' -- subject(s): Circle, Plane Geometry
Unfortunately, there are many different meanings that depend on the context. Bases are used in plane geometry, solid geometry, number theory, logarithms and exponents and usually mean different things in each of these areas.
No because in Geometry, a plane goes on infinitely. No because in Geometry, a plane goes on infinitely.
Yes, he created it in 459 B.C.
Two dimensional geometry is called "plane geometry" meaning that it occurs on a single surface or plane. The objects used in plane geometry are called plane figures.
He created coordinated geometry that is plotted on the Cartesian plane
Because he contributed most to geometry. His work can be found in the Elements. It is divided into 13 books. Books 1-6 dealing with plane geometry. Books 7-8 about number theory. Book 9 on irrational numbers. While books 10-13 about three-dimensional geometry. answered by-G.L.R.-
An example is the Cartesian plane where coordinated geometry is plotted
Euclid's Elements covered different topics that included plane geometry, solid geometry, and theory of numbers. This mathematical work consisted of thirteen books. Euclid lived between 325 and 270 B.C. and is regarded as the founder of geometry.
B Abrahamson has written: 'Notes on plane coordinate geometry' -- subject(s): Coordinates, Geometry, Plane, Plane Geometry