StudyDeck

Bearings

Exam code: 4024
Written by: Ashika|Reviewed by: Caroline Carroll|Updated 2 July 2026

Bearingsvideo

Bearings

Bearings

What are bearings?

  • Bearings are a way of describing an angle

    • They are commonly used in navigation

  • There are three rules which must be followed when using a bearing:

    • They are measured from North

      • North is usually straight up on a scale drawing or map, and should be labelled on the diagram

    • They are measured clockwise

    • The angle should always be written with 3 digits

      • 059° instead of just 59°

  • Knowing the compass directions and their respective bearings can be helpful 

Compass direction bearings
Bearings of compass points

How do I find a bearing between two points?

  • Identify where you need to start

    • "The bearing of A from B" means start at B and find the bearing to A

    • "The bearing of B from A" means start at A and find the bearing to B

  • Draw a North line at the starting point

  • Draw a line between the two points

  • Measure the angle between the North line and the line joining the points

    • Measure clockwise from North

  • Write the angle using 3 figures 

How do I draw a point on a bearing?

  • You might be asked to plot a point that is a given distance from another point and on a given bearing

  • STEP 1
    Draw a North line at the point you wish to measure the bearing from

    • If you are given the bearing from A to B draw the North line at A

  • STEP 2
    Measure the angle of the bearing given from the North line in the clockwise direction

  • STEP 3
    Draw a line and add the point B at the given distance

How do I find the bearing of B from A if I know the bearing of A from B?

  • If the bearing of A from B is less than 180°

    • Add 180° to it to find the bearing of B from A

  • If the bearing of A from B is more than 180°

    • Subtract 180° from it to find the bearing of B from A

How do I answer trickier questions involving bearings?

  • Bearings questions may involve the use of Pythagoras or trigonometry to find missing distances (lengths) and directions (angles)

    • You should always draw a diagram if there isn't one given