Bearings: The Angle Between Two Directions (Year 10)
Free printable UK Year 10 (GCSE Foundation) maths worksheet on bearings: find the angle between two bearings measured from the same point, and find a new bearing after a clockwise turn.
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Grade 9 · Math worksheet
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Bearings: The Angle Between Two Directions
Use bearings measured from the same point to find the angle between two directions, or to find a new bearing after turning through a given angle.
- 1.From a lighthouse O, the bearing of ship A is 212° and the bearing of ship B is 084°. Find the smaller angle between the two bearings (angle AOB).
- 2.From a lighthouse O, the bearing of ship A is 157° and the bearing of ship B is 065°. Find the smaller angle between the two bearings (angle AOB).
- 3.From a lighthouse O, the bearing of ship A is 173° and the bearing of ship B is 166°. Find the smaller angle between the two bearings (angle AOB).
- 4.From a lighthouse O, the bearing of ship A is 028° and the bearing of ship B is 276°. Find the smaller angle between the two bearings (angle AOB).
- 5.From a lighthouse O, the bearing of ship A is 050° and the bearing of ship B is 321°. Find the smaller angle between the two bearings (angle AOB).
- 6.From a lighthouse O, the bearing of ship A is 006° and the bearing of ship B is 316°. Find the smaller angle between the two bearings (angle AOB).
- 7.The bearing of point A from point O is 053°. Point B is 110° clockwise from A, as seen from O. Find the bearing of B from O.
- 8.The bearing of point A from point O is 090°. Point B is 12° clockwise from A, as seen from O. Find the bearing of B from O.
- 9.The bearing of point A from point O is 342°. Point B is 51° clockwise from A, as seen from O. Find the bearing of B from O.
- 10.The bearing of point A from point O is 328°. Point B is 115° clockwise from A, as seen from O. Find the bearing of B from O.
- 11.The bearing of point A from point O is 167°. Point B is 80° clockwise from A, as seen from O. Find the bearing of B from O.
- 12.The bearing of point A from point O is 356°. Point B is 55° clockwise from A, as seen from O. Find the bearing of B from O.
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