Point T is at $(-2,5)$. What are the coordinates of point T' after reflecting over the y-axis followed by the x-axis?

Given that one vertex of a polygon is located at $(3,-2)$ and after a rotation it is located at $(2,3)$, what is the angle and direction of the rotation about the origin?

Triangle xyz is reflected across the x-axis, and $x=(-11,8)$. What are the coordinates of $x\text{'}$ after the reflection?

Which function represents the reflection over the x-axis of $f\left(x\right)$?

Given segment $BC$ in the plane, what is the image of segment $BC$ after a $120$-degree clockwise rotation about point $H$?

Triangle PQR was transformed by a reflection over the y-axis. Which of the following describes the effect of this transformation on the coordinates of each vertex?

Graph each function. See Examples 1 and 2. ƒ(x) = 3|x|