Three vertices of a square are $A(2, 3), B(-3,3) \mathrm{and} C(-3,-2)$. Plot these points on a graph paper and hence use it to find the coordinates of the fourth vertex. Also find the area of the square.

The point $(0, -2)$ lies on y-axis.

The perpendicular distance of the point $(4, 3) ,$ , from $x-$axis is $4.$

Find the coordinate of the point which lies on $x$ and $y$ axes both.

Find the coordinate of the point whose ordinate is $-4$ and which lies on $y-$axis.

Find the coordinates of the points whose abscissa is $5$ and which lies on x-axis.

In which quadrant or on which axis each of the following points lie?

$\left(-3, 5\right), \left(4, -1\right), \left(2, 0\right), \left(2, 2\right), \left(-3, -6\right)$

Which of the following points lie on x-axis and y-axis?

$A\left(0,2\right), B\left(5, 6\right), C\left(23, 0\right), D\left(0, 23\right), E\left(0, -4\right), F\left(-6, 0\right), G\left(\sqrt{3}, 0\right)$

Look at the figure given below and write the coordinates of $B, C \& E$.