Write the coordinates of each of the following points marked in the graph paper:

#### Solution

The following graph is given in the question with the marked points and we are asked to write down their coordinates.

The distance of point A from *y-*axis is 3 units and that of from *x*-axis is 1 units. Since A lies in the first quadrant, so its coordinates are (3,1).

The distance of point B from *y-*axis is 6 units and that of from *x*-axis is 0 units. Since B lies on *x*-axis, so its coordinates are (6,0).

The distance of point C from *y-*axis is 0 units and that of from *x*-axis is 6 units. Since C lies on *y*-axis, so its coordinates are (0,6).

The distance of point D from *y-*axis is -3 units and that of from *x*-axis is 0 units. Since D lies on *x*-axis, so its coordinates are (-3 ,0).

The distance of point E from *y-*axis is -4 units and that of from *x*-axis is 3 units. Since E lies in the second quadrant, so its coordinates are (-4 , 3).

The distance of point F from *y-*axis is -2 units and that of from *x*-axis is -4 units. Since F lies in the third quadrant, so its coordinates are (-2 , -4).

The distance of point G from *y-*axis is 0 units and that of from *x*-axis is -5 units. Since G lies on *y*-axis, so its coordinates are (0,-5).

The distance of point H from *y-*axis is 3 units and that of from *x*-axis is -6 units. Since H lies in the fourth quadrant, so its coordinates are (3 , -6).

The distance of point P from *y-*axis is 7 units and that of from *x*-axis is -3 units. Since P lies in the fourth quadrant, so its coordinates are (7 , -3).

The distance of point Q from *y-*axis is 7 units and that of from *x*-axis is 6 units. Since Q lies in the first quadrant, so its coordinates are (7,6).