Is Euclidean Geometry more or less the existence of shapes on the surface of a plane?
Euclidean Geometry also involves solids in 3D space.
ahh yes
its just set of axioms that define geometric shapes in a particular way http://www.math.uiuc.edu/~gfrancis/M302/handouts/postulates.pdf
@ikram002p took this in her last semister... she might be having better idea of how to interpret euclid geometry among other geometries
its not about more or less the existence , Euclidean Geometry deals with flat planes so its ovs its not general comparing with other geometris like neutral or spherical geometry.. ill give u an example neutral geometry = hyperbolic + Euclidean - parallel axioms .. so, when it come to shapes its ovs that eulidean is less , but when it come to explain some theories it depand on the plane ur in , so spherical gives the most affectives explanation than Euclidean... so the diffrence btw them never been how many shapes , the diffrence btw is how to explan the parallisim situation and stuff such as..
and sry for laging i dint log in untill nw :3
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