Draw the graph of the equation represented by a straight line which is parallel to the $x$-axis and at a distance of $3$ units below it.
(N/A) line parallel to the $x$-axis is given by the equation $y = k$,where $k$ is the distance from the $x$-axis.
Since the line is $3$ units below the $x$-axis,the value of $y$ is negative.
Therefore,the equation of the line is $y = -3$.
The graph is a horizontal straight line passing through the point $(0, -3)$ on the $y$-axis.
Since the line is $3$ units below the $x$-axis,the value of $y$ is negative.
Therefore,the equation of the line is $y = -3$.
The graph is a horizontal straight line passing through the point $(0, -3)$ on the $y$-axis.
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