Which of the following statements best describe Euclid's axioms about lines?
A. Two distinct lines intersect in an inifinite number of points.
B. A line contains a finite number of points.
C. Lines contain exactly two points.
D. Lines contain an infinite number of points, lie flat in a plane, and are straight.
E. Lines that are parallel contain common points
3 answers
https://www.google.com/search?source=hp&ei=9QwuXfvFBsSGtQa32ohg&q=Euclid%27s+axioms+about+lines&oq=Euclid%27s+axioms+about+lines&gs_l=psy-ab.3...2828.2828..3725...0.0..0.229.372.0j1j1......0....2j1..gws-wiz.....0.3Hgs14VLRDE
Hey, draw them on a graph (on a flat plane :) and see which choice works.
Defined by a finite length with an infinite number of points between two endpoints in one dimension