To reflect the point \((-2, 0)\) over the x-axis, you change the sign of the y-coordinate.
The point \((-2, 0)\) has a y-coordinate of 0, so when we perform the reflection:
\[ (-2, 0) \rightarrow (-2, -0) \]
Since \(-0\) is simply \(0\), the image of the point \((-2, 0)\) after reflection over the x-axis remains:
\[ (-2, 0) \]
Therefore, the reflected point is \((-2, 0)\).