The line segment translates 3 units to the right and up 2 units. what are the new coordinates for the endpoints? how could you prove that the translation is a rigid transformation? a) (−1, 10) and (7, 1); use the distance formula to prove the length of the line segment before and after the translation is the same. b) (10, −1) and (1, 7); use the slope formula to prove the slope of the line segment before and after the translation is not the same. c) (−2, 1) and (6, 10); use the slope formula to prove the slope of the line segment before and after the translation does not change. d) (2, 6) and (−2, −3); use the distance formula to prove the length of the line segment before and after the translation is not the same.