Quick answer: A three-figure bearing is the angle measured clockwise from north, written with three digits (060°, 150°). Draw a north line at every point, use the parallel north lines to find the angle inside the triangle, then use right-angled trigonometry or the sine or cosine rule.
Three-figure bearings measured clockwise from north. SL AI ships, planes, and hikers — always requiring a right-angled triangle plus the sine or cosine rule.
Practise Bearings and navigation problems with AI marking
Open the full SL AI engine — every question in this unit is worked through with instant AI-graded feedback on your handwritten workings.
How do you find the angle inside a triangle from two bearings?
Draw north lines at both ends. North lines are parallel, so co-interior angles add to 180°. Or turn the first bearing round by 180° and find the difference between it and the second bearing.
Where can I practise bearings and navigation problems questions?
On the Three-Figure Bearings and Navigation questions page: 10 exam-style SL AI questions with full mark schemes, plus free step-by-step worked examples.
Can I use my calculator for bearings and navigation problems?
Yes: a GDC is allowed on every SL AI paper, so practise the calculator method as well as the working.