The coordinate of the reflection of (8,3) is (8,-3).
How to find the reflection coordinate of a point on a graph?
In order to find the reflection of the coordinate, one basic rule must be kept in mind that both the original and reflected points are equidistant from their axis or point of reflection.
The given point is (8, 3).
Since the reflection of a point over x-axis means that both the points are equidistant from the x-axis.
Which implies that for a point (x,y), the reflection over x-axis is (x, -y).
Thus, for the point (8, 3), the coordinate of its reflection is (8, -3).
This is shown in the graph given below,
Hence, the coordinate of the reflection of the given point over x-axis is (8 , -3) and its graph has been shown clearly.
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