Coordinates

1

To reach point {A} from the origin you have to move {4} squares to the right and {7} squares up. What are the coordinates of {A}?

2

What are the coordinates of point {D} in the first quadrant? {ABCD} is a parallelogram given that {A~(1~,3)}, {B~(0,~1)}, {C~(5,~1)}.

3

To reach point {B} from the origin you have to move {4} squares to the left and {2} squares down. What are the coordinates of {B}?

4

To reach the origin from point {A}, you have to move {2} squares down and {3} squares to the right. What are the coordinates of {A}?

5

What are the coordinates of the point which lies exactly halfway between {A} and {B} given that {A~(-4,~3)} and {B~(2,~-3)}?

6

If {X} is {(2,~-7)} and {Y} is {(6,~1)}, what are the coordinates of the point exactly halfway between them?

7

{AB} is the diameter of a circle. If {A} is {(-6,~6)} and {B} is {(4,~-2)}, what are the coordinates of the centre of the circle?

8

{PQRS} is a square. Given {P~(3,~4)}, {Q~(3,~-1)}, and {R~(8,~-1)}, what are the coordinates of {S}?

9

{ABCD} is a rectangle. Given that {A} is {(2,~5)}, {B} is {(2,~-3)} and {C} is {(-4,~-3)}, what are the coordinates of {D}?

10

If you plot these points, you would notice that they lie on the same straight line: {(1,~3)}, {(2,~6)}, {(0,~0)}. Which of the following points would also lie also on this line?