On Infinities

{}[A] line, or plane are infinite[: b]ecause a line represents an equation, that incorporates all numbers within it. So, X=Y is a line, that comprises all numbers in existence. Or x^2 is all the parabola that represents all the functions of x^2. So, a plane would be an infinite shape, taking up one infinitesimal part of a x/y/z graph, but incorporating all numbers within that two dimensional space, either in the i, negative or positive. So, it has to be bigger than a line. It must. Therefore, some infinities are larger than others. {}