Vertical & Horizontal Translations Practice
Math 8 Q3 (Pre-Algebra) / Transformations and Congruence
If figure PQRS is translated 6 units up 4 units to the left what are the coordinates of point s (1 point)
3 answers
The coordinates of point S after the translation would be (Sx-4, Sy+6), where Sx and Sy are the original x-coordinate and y-coordinate of point S, respectively.
what's the answer
To find the coordinates of point S after the translation:
If the original coordinates of point S are (Sx, Sy), then after the translation 6 units up and 4 units to the left, the new coordinates would be:
x-coordinate of S = Sx - 4
y-coordinate of S = Sy + 6
Therefore, the coordinates of point S after the translation are (Sx - 4, Sy + 6).
If the original coordinates of point S are (Sx, Sy), then after the translation 6 units up and 4 units to the left, the new coordinates would be:
x-coordinate of S = Sx - 4
y-coordinate of S = Sy + 6
Therefore, the coordinates of point S after the translation are (Sx - 4, Sy + 6).
1 answer