Euclid's second postulate says that these mathematical objects can be created by extending another type of object, both of which he described as "breadthless.
Euclid's second postulate says that these mathematical objects can be created by extending another type of object, both of which he described as "breadthless." In three-dimensional space, these objects are (*) skew if they fail to intersect but don't lie in the same plane. For ten points, name this one-dimensional geometric figure that, unlike a ray or segment, extends infinitely in both directions.
Euclid's second postulate says that these mathematical objects can be created by extending another type of object, both of which he described as "breadthless.
line (do not accept "line segments" or "rays")