0
They never meet, and the distance between them stays the same
Wiki User
∙ 11y ago
Add your answer:
Earn +20 pts
What are all the characteristics of a trapizoid?
two pairs of parallel lines
What are the characteristics of a rectangle?
2 pair Of parallel lines.
What are some examples of characteristics of parallel lines?
well its simple youngster, parallel lines never touch i learned that in the air force
What shape has 2 parallel lines?
A trapezoid has two parallel lines.
If two lines are perpendicular to the same line then the two lines are parallel?
They are parallel to each other.
Different interceps are characteristics of two parallel lines?
Yes, parallel lines have different intercepts
What are the characteristics of two parallel lines?
It depends on which model you are using
What are all the characteristics of a trapizoid?
two pairs of parallel lines
When are two lines nonintersecting?
When two lines are parallel, then they do not intersect.
If two lines are parallel to a third line then the two lines are parallel?
They are parallel to each other.
What is Perpendicular and Parallel?
Perpendicular is when two lines cross... Parallel is when two lines never meet.... _____________ _____________ = PARALLEL LINES If they cross they are perpendicular, if they don't, they are parallel.
What are the characteristics of a rectangle?
2 pair Of parallel lines.
What is the two parallel lines?
2 parallel lines are lines that will never intersect
Are two lines that are not parallel coplanar and do not intersect?
are two lines that are not parallel, coplanar, and do not intersect
What is the symbol for two lines not being parallel?
Two lines that are not parallel are perpendicular. The symbol is +.
How can two lines be parallel?
If they are set next to each other and never cross.Edit by Gamerkid26:_________________ Those two lines are parallel.// Those two lines are also parallel.So are those two.\\ And those two./\ These lines are NOT parallel.======================
What are the characteristics of parallel lines?
Parallel lines lying in a plane do not intersect each other. They share exactly zero points in common.
