Complete a glide translation (x-6, y-1) and then reflect over x axis. What would be the new ordered pairs for Q' and S'?
A glide translation of (x-6, y-1) means moving every point horizontally 6 units to the right and 1 unit down.
If we apply this glide translation to points Q(x, y) and S(x, y), the new ordered pairs would be:
Q' = (x-6, y-1)
S' = (x-6, y-1)
Now, to reflect these points over the x-axis, we simply change the sign of the y-coordinate:
Q'' = (x-6, -y-1)
S'' = (x-6, -y-1)
So, the new ordered pairs for Q' and S' after reflecting over the x-axis are:
Q'' = (x-6, -y-1)
S'' = (x-6, -y-1)