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Lines in different planes that are neither parallel nor intersecting?
Skew Lines. :)
If two lines are not coplanar then they are neither intersecting nor parallel?
CorrectParallel lines as well as intersecting lines must be coplanar (in Euclidean geometry not quite sure about hyperbolic geometry...).Lines in space which neither are coplanar nor intersecting are called "skew"
Is it possible to find two lines on a plane which are neither parallel nor intersecting?
No. Lines are infinite, so if they are not parallel, they have to intersect at some point on the plane.
Two lines are if they are not in the same planes and do not intersect?
You cannot say any more. They can be parallel but need not be. In fact, given any one line, there are infinitely many lines that are not in the same plane, nor intersecting but are not parallel. For a simple example, picture yourself in a cuboid room. Line 1: Line joining floor to opposite wall. Line 2: Line joining wall on your left to the ceiling. These line are not coplanar, nor are they intersecting. Or another Line 2: Line joining wall on your left to wall behind you. Many more.
What are Lines that are neither concurrent nor skew are?
parallel
