I don't think so. When something is parallel they never touch and they always keep the same distance apart. So I don't think they can be parallel and intersecting at the same time.
no. its impossible. Parallel mean lines that never touch. unless you have more than two lines. than you can make two parallel and or more intersecting them both.
Not normally unless the parallel lines are intersected by a transversal line
NO. Line are always parallel or intersecting. They're never both at the same time.
no, if two lines are not parallel then the will eventually have to intersect.Alternate perspective:Yes, if two lines are non-parallel, they need not intersect in three dimensional space.
there both lines
no. its impossible. Parallel mean lines that never touch. unless you have more than two lines. than you can make two parallel and or more intersecting them both.
Not normally unless the parallel lines are intersected by a transversal line
NO. Line are always parallel or intersecting. They're never both at the same time.
no, if two lines are not parallel then the will eventually have to intersect.Alternate perspective:Yes, if two lines are non-parallel, they need not intersect in three dimensional space.
Not in Euclidean geometry, but in other geometries such lines are possible.
there both lines
Perpendicular lines are specific kinds of intersecting lines. They both cross paths. Intersecting lines can cross paths in any way, but perpendicular lines have to cross at right angles.
No; there is no physical way to intersect a plane and a double-napped cone to obtain parallel lines. The problem lies in getting a second line that doesn't intersect the first, since both cones intersect at a point, there is no way get a second line without intersecting the first line.
If two lines never meet, they are said to be parallel. Parallel lines maintain a constant distance from each other and have the same slope in a given coordinate system. They extend infinitely in both directions without intersecting at any point.
To ensure the lines you constructed are parallel, you can use a ruler or straightedge to measure the distance between the lines at multiple points; if the distance remains consistent, the lines are parallel. Alternatively, you can use a protractor to verify that corresponding angles formed by a transversal intersecting the lines are equal. Lastly, using a compass to create equal distances from a reference point to both lines can also confirm their parallelism.
If the intersected lines are parallel then the angles are called equal alternate angles
a triangle