Same slopes and different intercepts
you can coordinate parallel because parallel lines never touch or cross
A parallelogram is a 4 sided quadrilateral that has two pairs of parallel sides and 4 interior angles that add up to 360 degrees
Then they are not parallel, nor skew (in 3D).
One pair of parallel sides of unequal length, the other two sides being of equal length but not parallel. there are other properties that can be derived from these.
Congruent, parallel and disc, all best describe the bases of a cylinder.
you can coordinate parallel because parallel lines never touch or cross
It is a 3D shape that looks like a tin can with opposite parallel circular faces and a rounded body.
A vertex? In non-euclidean geometry: A two distinct parallel lines intersect in the "Infinity zone"
A vertical parallel line is a straight line that runs up and down on a graph, maintaining a constant x-coordinate. Since parallel lines have the same slope, a vertical line, which has an undefined slope, will have another vertical line that shares the same x-coordinate but can have any y-coordinate. For example, the lines x = 2 and x = 5 are both vertical and parallel to each other.
Depends how much is being added to which x-coordinate: If a constant amount is added to every x-coordinate, the polygon is translated (parallel to the x-axis). [This first possibility is what I think you are really asking, however:] If an amount is added which depends linearly upon the y-coordinate of the x-coordinate, the polygon is sheared (parallel to the x-axis). If an amount is added which depends linearly upon the x-coordinate, the polygon is stretched (parallel to the x-axis). If a random amount is added, the polygon is randomly transformed.
2 lines the same width apart are parallel.
-1 :)
A parallelogram is a 4 sided quadrilateral that has two pairs of parallel sides and 4 interior angles that add up to 360 degrees
no
Then they are not parallel, nor skew (in 3D).
Yes, all vertical lines are parallel, for a given coordinate system.
A trapezoid, specifically an isosceles trapezoid, has two sets of parallel sides, with the non-parallel sides being equal in length. This shape features a pair of matching acute angles and a pair of matching obtuse angles at each end of the non-parallel sides. The symmetry and angle properties make it distinct from other quadrilaterals.