T (0, 0)

D (2, 1)

K (−3.25, 3)

\(N(0;-1\frac{1}{2})\)

F(−4.5, 0)

\(A(-3\frac{1}{2};-3)\)

L (2.5, −3.5)

\(S(4;2\frac{1}{2})\)

Graph U(3.5, −3) on the coordinate plane to the right. Then graph its reflection across the x-axis.

Graph B(−7, 6) on the coordinate plane on the right. Then graph its reflection across the x-axis.

Graph R(−2, 5) on the coordinate plane to the right. Then graph its reflection across the y-axis.

Amelia is drawing a map of the park. She graphs the entrance at (2, −3). She reflects (2, −3) across the y-axis. Then Amelia reflects the new point across the x-axis. What figure is graphed on the map?

A point is reflected across the y-axis. The new point is located at (−4.25, −1.75). Write the ordered pair that represents the original point.

Model with Mathematics. A point is reflected across the x-axis. The new point is (-7.5, 6) What is the distance between the two points?