Assuming that point D lies to the left of point F, and the second coordinate of both points is the same, we can represent the coordinates of points D and F as (x, y) and (x + 2, y) respectively.
To find the coordinates of point E, we need to follow the same y-coordinate as points D and F. Therefore, the coordinates of point E would be (x - 2, y).
The segment EF would be the line connecting points E and F. Therefore, the coordinates of the two endpoints of this line segment are:
E = (x - 2, y)
F = (x + 2, y)
Point D in point F have the same second coordinate and ECFD is a quadrilateral. what coordinates would point as potted to make a line segment? FD has a length of 2CM?
1 answer