No. In order to be parallel, two lines would have to have the same slope, and different intercepts.Why? Two lines with different slopes, but the same intercepts would result in two intersecting lines. Two lines with the same slope, and the same intercept would result in the same line. Two lines with the same slope, and different intercepts would be parallel.
No. it is the only polygon that can not have parallel lines all though any regular polygon with an odd number of lines will have no parallel lines If three points were in a straight line it could be argued that these formed a triangle with parallel sides, though really it would be just a line; or if we had a triangle with infinite height the sides would be parallel. In any other case, no.
since one parallel lines is perpendicular to another line, the other parallel line is perpendicular to the line as well. so the two would not be parallel, only the original two.
I guess that would also make them parallel to each other.
The same. Parallel lines have the same slope.
If they were not actually parallel then they would not be parallel lines!
parallel lines are everywhere. They are on the desk you are at, the windows, the very monitor you are looking at. Any two lines that run next to each other are parallel, and without this, very few things would be straight.
Parallel lines are lines on a graph that have the same slope, but are in different positions. For example, the two sides of a ladder, would represent parallel lines.
NO. A diamond does not have parallel lines. All the lines would eventually connect.
This is actually a paradox, such a series of lines does not exist. Assuming that two lines are not parallel, then in theory if they were extended to infinity they would always touch, without exception.
Otherwise nobody would know what was meant by parallel lines!
Parallel lines would always lie in the same plane. They would need to be skew lines.
A regular decagon would have five sets or parallel lines.
The answer would be parallel lines these lines never meet or cross each other.
Four parallel lines would not correspond to any of the commonly taught shapes. Two pairs of parallel lines would be characteristic of the square, rhombus, rectangle, and parallelogram
parallel lines
If they are not parallel and do not intersect then they would not be in the same plane (not possible), but they would be called skew lines.