Question

the figure below is translated down 5 units. what are the coordinates of the image of point t after this transformation?

Explanation:

Step1: Determine the original coordinates of point T

From the graph, the coordinates of point T are $(-3,2)$.

Step2: Apply the translation rule for moving down

When a point $(x,y)$ is translated down $k$ units, the new coordinates are $(x,y - k)$. Here $k = 5$, so the new $y$-coordinate is $2-5=-3$ and the $x$-coordinate remains $-3$.

Answer:

$(-3,-3)$