From the figure,write the following:
$(i)$ Coordinates of $B, C$ and $E$
$(ii)$ The point identified by the coordinates $(0, -2)$
$(iii)$ The abscissa of the point $H$
$(iv)$ The ordinate of the point $D$

(N/A) $(i)$ To find the coordinates of a point,we look at its position relative to the $X$-axis and $Y$-axis.
- For point $B$,the $x$-coordinate is $-5$ and the $y$-coordinate is $2$. So,$B = (-5, 2)$.
- For point $C$,the $x$-coordinate is $-2$ and the $y$-coordinate is $-3$. So,$C = (-2, -3)$.
- For point $E$,the $x$-coordinate is $3$ and the $y$-coordinate is $-1$. So,$E = (3, -1)$.
$(ii)$ The coordinates $(0, -2)$ mean $x = 0$ and $y = -2$. Looking at the graph,this point lies on the $Y$-axis at $-2$,which is point $F$.
$(iii)$ The abscissa is the $x$-coordinate of a point. For point $H$,the coordinates are $(1, 4)$. Therefore,the abscissa is $1$.
$(iv)$ The ordinate is the $y$-coordinate of a point. For point $D$,the coordinates are $(4, 0)$. Therefore,the ordinate is $0$.