Question

reflect △tuv over the x - axis, then that image over the y - axis. label the coordinates of t.

Explanation:

Step1: Determine original coordinates of T

Assume the coordinates of point T are \((x,y)\). From the grid - like graph, if we assume each square represents one unit, and by observing the position of T relative to the origin, let's say \(T(-3, 3)\).

Step2: Reflect over the x - axis

The rule for reflecting a point \((x,y)\) over the x - axis is \((x,-y)\). For \(T(-3,3)\), after reflecting over the x - axis, the new point \(T'\) has coordinates \((-3,- 3)\).

Step3: Reflect \(T'\) over the y - axis

The rule for reflecting a point \((x,y)\) over the y - axis is \((-x,y)\). For \(T'(-3,-3)\), after reflecting over the y - axis, the new point \(T''\) has coordinates \((3,-3)\).

Answer:

\((3,-3)\)