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Not necessarily.
Imagine yourself inside a cuboid room.
Consider the following three lines:
(A) The horizontal line joining the far wall and the floor.
(B) The horizontal line joining the wall on your left and the ceiling.
and
(C) The vertical line joining the far wall and the wall on your left.
The line C may be considered a transversal to the other two. These are both parallel but they are not coplanar. Their planes are both horizontal but Line A is in a low plane while B is in a high plane.
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What is These are lines which intersect two or more coplanar lines?
a transversal
Are two lines with a transversal coplanar?
Usually, a transversal is a line that intersects two (or more) parallel lines. In that case the lines and the transversal are coplanar. However, a transversal does not have to intersect parallel lines. And in that case, the lines need not be coplanar. Here's one way to visualise the latter situation. Stand in a cuboid room. Line one = the edge joining the wall opposite you to the ceiling. Line two = the edge joining the wall on your right to the floor. Transvesal = the edge joining the opposite wall to the wall on your right. The transversal meets both the two lines but lines 1 and 2 are not coplanar.
A line that intersects two coplanar lines at two distinct points is called what?
transversal
Are three lines coplanar when there is a transversal of two lines?
sorry no and taylors band is called the vibe
When wo coplanar lines are cut by a transversal two angles that are in similar positions on the same side of the transversal are called?
corresponding angles
