If the point is the image of under a reflection in the -axis followed by a reflection in the -axis,
determine the translation that makes the point the image of the point .
If point is the image of point after being reflected over
the -axis and the -axis, then the coordinates of are the
same as but with opposite sides.
The -coordinate of point is 38 greater than the
-coordinate of point , and the -coordinate of point
is 20 units greater than the -coordinate of point .
Therefore, the translation that makes point the image of point
is a movement of 38 units upwards and 20 units to the right: