Triangle end is translated using the rule (x, y) → (x − 4, y − 1) to create triangle e'n'd'. if a line segment is drawn from point e to point e' and from point n to point n', which statement would best describe the line segments drawn? (1 point

Here are the choices for this problem:
They are parallel and congruent.
They are perpendicular to each other.
They share the same midpoints.
They create diameters of concentric circles.

The transformation that is done is a translation. Which means that the coordinates will be translated or moved in the coordinate plane without changing the size and the orientation of the image. If is a line was drawn from E to E' and another line was drawn from N to N', the two lines would be parallel and congruent since the translation done to E is the same to that of N.

The answer is
They are parallel and congruent. 

Oh i'm sorry. didn't see the options