The points A, B, C and D are shown on the grid.
- Write down the coordinates of A and B.
- Write down the coordinates of C and D.
12 original questions, 33 marks. Type your answers below for an instant mark and a score (algebra in any equivalent form, e.g. 2sqrt(3) or 2√3), or print the worksheet, mark it with the answers sheet, and use the solutions to see every step written out by hand.
The points A, B, C and D are shown on the grid.
O is the origin of a coordinate grid.
The point A is 4 units to the right of O and 2 units up from O.
The point B is 3 units to the left of O and 5 units up from O.
Five points P, Q, R, S and T are marked on the grid.
Write down the letter of the point with coordinates
Here are five points.
A (0, 5) B (−3, −2) C (4, 0) D (−1, 6) E (2, −7)
The point A is shown on the grid.
A is the point with coordinates (2, 4).
B is the point with coordinates (8, 10).
Work out the coordinates of the midpoint of AB.
C is the point with coordinates (−6, 2).
D is the point with coordinates (4, −8).
Work out the coordinates of the midpoint of CD.
PQR is an isosceles triangle with PQ = PR.
P is the point (−1, 5) and Q is the point (−4, −2).
The side QR is horizontal.
Work out the coordinates of R.
A, B and C are three vertices of a parallelogram ABCD.
A is (−4, −1), B is (1, −1) and C is (3, 3).
A is the point with coordinates (1, 3).
M is the point with coordinates (4, 5).
M is the midpoint of the line segment AB.
Find the coordinates of the point B.
A treasure map is drawn on a coordinate grid.
The old oak tree is at (−6, 3). The well is at (2, −5).
The treasure is buried exactly halfway between the oak tree and the well.
The points P and Q are shown on the grid.
Answer the questions above and your score appears here.
Every question here is original and written by Robinson Tuition. It follows the Key Stage 3 programme of study; Year 9 sheets end with extension questions for top sets.