Bearings worksheet
7 GCSE practice questions with answers, free to print. Every sheet is generated, so you can make a fresh one whenever you need it.
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1 mark
The diagram shows a harbour \(H\) and a boat \(B\).
\(B\) is west of \(H\).
State the bearing of \(B\) from \(H\).
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1 mark
The diagram shows a school \(S\) and a mast \(R\). The bearing of \(R\) from \(S\) is marked on it.
State the compass direction of \(R\) from \(S\).
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2 marks
A coastguard at \(S\) can see a yacht at \(Y\) and a buoy at \(U\).
The bearing of \(Y\) from \(S\) is \(090^\circ\).
The bearing of \(U\) from \(S\) is \(162^\circ\).
Work out the size of the angle marked \(x\).
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4 marks
A drone flies from \(P\) to \(Q\) on a bearing of \(105^\circ\).
It then flies from \(Q\) to \(R\) on a bearing of \(170^\circ\).
(a)Work out the size of angle \(PQR\), marked \(x\) on the diagram.
(b)Work out the angle it turns through at \(Q\).
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3 marks
Here is the route of a ferry. It sails from \(A\) to \(B\), and then from \(B\) to \(C\).
The bearing of \(B\) from \(A\) is \(038^\circ\), and angle \(ABC = 138^\circ\).
Calculate the bearing of \(C\) from \(B\).
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1 mark
The diagram shows a campsite \(C\) and a boat \(T\).
\(T\) is west of \(C\).
Write down the bearing of \(T\) from \(C\).
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1 mark
The diagram shows an airfield \(A\) and a mast \(B\). The bearing of \(B\) from \(A\) is marked on it.
Write down the compass direction of \(B\) from \(A\).
Answers
- \(270^\circ\)
- south
- \(72^\circ\)
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(a) \(115^\circ\)
(b) \(65^\circ\) - \(080^\circ\)
- \(270^\circ\)
- south