Consider point is $$B$$.
Here, the point is at a distance of $$6$$ units right of the $$y$$-axis $$\implies x=6$$.
Also, the point is at a distance of $$1$$ unit above the $$x$$-axis $$\implies y=1$$.
Therefore, the co-ordinates of the required point are $$B(6,1)$$.
Here, the abscissa is $$6$$.
Hence, the magnitude of abscissa is $$6$$.
Consider point is $$D$$.
Here, the point is at a distance of $$6$$ units left of the $$y$$-axis $$\implies x=-6$$.
Also, the point is at a distance of $$4$$ unit above the $$x$$-axis $$\implies y=4$$.
Therefore, the co-ordinates of the required point are $$D(-6,4)$$.
Here, the abscissa is $$-6$$.
Hence, the magnitude of abscissa is $$6$$.
Consider point is $$C$$.
Here, the point is at a distance of $$4$$ units right of the $$y$$-axis $$\implies x=4$$.
Also, the point is at a distance of $$5$$ unit above the $$x$$-axis $$\implies y=5$$.
Therefore, the co-ordinates of the required point are $$G(4,5)$$.
Here, the abscissa is $$4$$.
Hence, the magnitude of abscissa is $$4$$.
Consider point is $$G$$.
Here, the point is at a distance of $$7$$ units left of the $$y$$-axis $$\implies x=-7$$.
Also, the point is at a distance of $$5$$ unit below the $$x$$-axis $$\implies y=-5$$.
Therefore, the co-ordinates of the required point are $$G(-7,-5)$$.
Here, the abscissa is $$-7$$.
Hence, the magnitude of abscissa is $$7$$.
Therefore, the only point which has the largest abscissa in terms of magnitude is $$G(-7,-5)$$ .
Hence, option $$D$$ is correct.