Answer: (-5, -5)
Step-by-step explanation: <u>Reflection</u> is a transformation in which there is a flip of the figure, object or point.
In our case, the point is reflected over the x-axis. When this happens, the y-coordinate of the point "flips", turning negative. So, thepoint reflected over the x-axis is (-5, -3).
<u>Translation</u> is also a transformation. In this transformation, the object figure or point moves a fixed distance, without changing the shape. When it is translated horizontally, the x-coordinate changes: if it is to the right, we add units; if it is to the left, we subtract units.
When the translation is vertical, the y-coordinate changes: if it is up, add units; If it's down, subtract units.
After the reflection, the now point (-5, -3) is translated down 2 units. Then, the change will be:
(-5, -3) = (-5, -3-2) = (-5, -5)
The final coordinates for the point, after reflection and translation, is (-5,-5).
