Answer :
The distance of a point 1/5 from the x-axis is equal to the absolute value of its x-coordinate. Therefore, the distance of point 1/5 is |1/5|.
The coordinates of a point on the x-axis are (x, 0), where x is the x-coordinate of the point.
To find the coordinates of a point after reflection, one must reflect the x and y coordinates of the point across the axis of reflection. For example, if a point (x, y) is reflected across the x-axis, then its reflected coordinates are (x, -y). If the point is reflected across the y-axis, then its reflected coordinates are (-x,y).
The axis that points are reflected across depends on the given direction of reflection. If the direction is to reflect the point across the x-axis, then the axis of reflection is the x-axis. Similarly, if the direction is to reflect the point across the y-axis, then the axis of reflection is the y-axis.
Learn more about the reflection of points in the x-axis:
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