Question

the figure below has a point marked with a large dot.
first, translate the figure 5 units up.
then, give the coordinates of the marked point in the original figure and the final figure.
point in original figure: (□,□)
point in final figure: (□,□)

Explanation:

Step1: Find original coordinates

The marked point in the original figure: look at the x - coordinate (horizontal) and y - coordinate (vertical). From the graph, the x - coordinate is 3, and the y - coordinate is - 2. So original coordinates: (3, - 2).

Step2: Translate 5 units up

When translating a point \((x,y)\) \(k\) units up, the new coordinates are \((x,y + k)\). Here, \(x = 3\), \(y=-2\), \(k = 5\). So new \(y\) - coordinate: \(-2+5 = 3\). So final coordinates: (3, 3).

Answer:

Point in original figure: \((3, - 2)\)
Point in final figure: \((3, 3)\)