Assertion: ellipse's equation | /r/CapableOf | assume simplest form
Facets:
Source sentences:
text: The equation of a parabola assumes it simplest form (i.e. its reduced canonical form) when its vertex is at the origin and its axis coincides with one of the coordinate axes.
text: The equation of an ellipse assumes its simplest form (i.e. its reduced canonical form) when its center is at the origin and its principal axis coincides with one of the coordinate axes.
text: The equation of a hyperbola assumes it simplest form (i.e. its reduced canonical form) when its center is at the origin and its axis coincides with one of the coordinate axes.