Foundation November 2021 Paper 2 Q20
20
(a) Point \(B\) is 400 metres north east of point \(A\).
Mark point \(B\) on the centimetre grid.
Use a scale of 1 centimetre represents 100 metres. [2 marks]
(b) Points \(C\) and \(D\) are shown on a different centimetre grid.
Work out the bearing of \(D\) from \(C\). [1 mark]
(c) Work out the actual distance, in metres, of \(D\) from \(C\).
Use the scale \(\quad\) 1 : 1000 [1 mark]
| Answer | Mark | Comments |
|---|---|---|
| Point marked on grid North East of \(A\) | B1 | \(\pm\,2^\circ\) |
| Point marked 4 cm from \(A\) | B1 | \(\pm\) 2 mm |
Additional guidance
 | |
| Ignore any North lines marked on grid | |
| Point marked 3 cm right and 3 cm up – condone in tolerance | B1B1 |
| Point marked on top right corner of the grid | B1B0 |
| Assume the end of a line drawn from \(A\) with no point marked is their \(B\) | |
| The point must be marked or implied by the end of a line from \(A\), just writing the letter \(B\) is not enough to indicate the point | B0B0 |
| Answer | Mark | Comments |
|---|---|---|
| 180 | B1 |
| Answer | Mark | Comments |
|---|---|---|
| 30 | B1 |