2) What is a definition of a line that is parallel to XY?

a. a coplanar line that bisects XY

b. a coplanar line that does not intersect XY

C. a coplanar line that intersects XY at a right angle

d. a coplanar line that intersects XY but not at a right angle

Question

Twiggy

Mathematics

10 November, 23:36

2) What is a definition of a line that is parallel to XY?

a. a coplanar line that bisects XY

b. a coplanar line that does not intersect XY

C. a coplanar line that intersects XY at a right angle

d. a coplanar line that intersects XY but not at a right angle

+3

Answers (1)

Know the Answer?

Dangelo Mann · Answer 1

it's b

Step-by-step explanation:

parallel lines stay the same distance away from each other all the time. they could go on forever and would never cross. think of a parallelogram. the lines always stay the same width apart, like train tracks. this would mean that is is b because it does not intersect xy

2) What is a definition of a line that is parallel to XY?a. a coplanar line that bisects XYb. a coplanar line that does not intersect XYC. a coplanar line that intersects XY at a right angled. a coplanar line that intersects XY but not at a right angle

2) What is a definition of a line that is parallel to XY?

a. a coplanar line that bisects XY

b. a coplanar line that does not intersect XY

C. a coplanar line that intersects XY at a right angle

d. a coplanar line that intersects XY but not at a right angle