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Yachtmaster School / Navigation

Separate bearing, heading and track

Get clear about the direction you point, the direction you travel and the direction of an object.

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Our goal today

Label directions correctly and calculate a reciprocal bearing in a paper exercise.

What you’ll practise

  • Distinguishing bearing, heading and track
  • Calculating reciprocals across north
  • Keeping true and compass references separate

Each question includes a custom diagram, the reasoning behind the answer, an explanation of the other choices and a follow-up exercise. Try the quiz first, or use the study view to read every answer.

01 / Learn

Three different questions

Heading describes where the bow points. Track over the ground describes the path travelled over the seabed. A bearing describes the direction from one position to another object or position. They can differ; avoid using the words interchangeably.

02 / Learn

Use a full circle

In our true-bearing exercises, north is 000°, east 090°, south 180° and west 270°. The reciprocal points in the opposite direction: add 180° when below 180°, or subtract 180° otherwise. The reciprocal of 065° is 245°; the reciprocal of 300° is 120°.

03 / Learn

Label the reference

Write T for true when that is the reference used in the exercise. Do not silently substitute a magnetic or compass reading. Converting between references requires the relevant corrections, which this lesson does not teach. A current pushing a yacht sideways can make its track differ from its heading even when the helm holds a steady course.

Your two-minute exercise

Draw a compass circle and a boat pointing east. Add a track sloping north-east. Label the heading and track, then calculate the reciprocal of 110°T.

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Source check: . Scenarios and quiz questions are original YouSail practice material. Editorial policy.

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Have a go

Bearings, Headings & Reciprocals Quiz

10 illustrated questions. Worked explanations and practical follow-ups for every answer.

Where the bow points is the…
A yacht seen from above with an arrow aligned with its bow; no term is supplied as the answer.
Which direction is which?Illustrative · not to scale · tap to enlarge ↗
Read the answer and explanation

Answer: Heading

Why this answer works

Heading describes the direction in which the bow points.

Why the other choices fall short

Track describes the direction of movement across the earth; distance made good is a length. Neither is the label for the direction the bow is pointing.

Put it into practice

Draw a boat with one arrow along its centreline and a second along its path. Label the first heading and explain how current or leeway can separate the arrows.

A bearing to a lighthouse describes…
A yacht and a lighthouse connected by a dashed observation line.
Direction to an objectIllustrative · not to scale · tap to enlarge ↗
Read the answer and explanation

Answer: The direction from you to the lighthouse

Why this answer works

A bearing relates your position to the direction of the observed object.

Why the other choices fall short

A bearing answers where an object lies in direction, not how fast it moves or how deep your boat extends. The observer's position and north reference matter.

Put it into practice

Write a bearing as direction plus reference, such as degrees true. Identify both the observation point and the target so someone else can interpret it.

The reciprocal of 065°T is…
A compass circle with an arrow on 065 degrees true; the opposite bearing is not labelled.
Find the reciprocalIllustrative · not to scale · tap to enlarge ↗
Read the answer and explanation

Answer: 245°T

Why this answer works

065° + 180° = 245°. Both are true bearings in this exercise.

Why the other choices fall short

An opposite direction is 180° away, not 50° or 90°. Adding 180° to 065° gives 245°, preserving the true reference.

Put it into practice

Plot both directions on a compass rose and check that they form a straight line through the centre. Do not change true to compass while calculating the reciprocal.

The reciprocal of 300°T is…
A compass circle with an arrow on 300 degrees true; the opposite bearing is not labelled.
Find the reciprocalIllustrative · not to scale · tap to enlarge ↗
Read the answer and explanation

Answer: 120°T

Why this answer works

300° − 180° = 120°, the opposite direction.

Why the other choices fall short

Adding 180° gives 480°, which must be reduced by 360° to 120°. 060° is not opposite 300°; it is only 120° away around the circle.

Put it into practice

For bearings above 180°, subtract 180° as the shorter method. Verify 300 − 180 = 120, then reverse the operation to check it.

A sideways current means heading and track…
A yacht pointing ahead with a separate sideways current arrow and an unlabelled track question.
A sideways currentIllustrative · not to scale · tap to enlarge ↗
Read the answer and explanation

Answer: Can differ

Why this answer works

The boat can point one way while moving over the ground in a different direction.

Why the other choices fall short

A current can move the boat sideways while the bow direction stays steady. Heading and track are angular directions, so neither is a depth measurement.

Put it into practice

In a sketch, add a current arrow to a boat heading north. Explain which observation would show the resulting motion over the ground.

A chart exercise asks for a true bearing. Can an uncorrected compass reading be substituted?
True-bearing and compass-reading cards beside a compass rose, showing different north references.
Check the north referenceIllustrative · not to scale · tap to enlarge ↗
Read the answer and explanation

Answer: No; identify and apply the appropriate reference corrections

Why this answer works

The angular units match, but the north reference may not. Label and convert correctly.

Why the other choices fall short

Using degrees does not make the reference systems interchangeable. The last digit has no bearing on whether variation and deviation must be considered.

Put it into practice

Label each input as true, magnetic or compass before using it. Apply the relevant corrections with a consistent method learned in navigation training.

A true bearing to a landmark is 275°. What is its reciprocal bearing?
A compass rose marks 275 degrees true while the opposite bearing is left as a question.
Reciprocal of 275° trueIllustrative · not to scale · tap to enlarge ↗
Read the answer and explanation

Answer: 095°

Why this answer works

A reciprocal differs by 180°. 275 − 180 = 095°. Keep the result within 000°–359° and preserve the north reference: a true bearing remains true.

Why the other choices fall short

455° is the unnormalised result of adding 180°; subtracting 360° gives 095°. Neither 085° nor 185° is separated from 275° by exactly 180°.

Put it into practice

Use subtraction for this example: 275 − 180 = 95. Write the result as 095° true and confirm it on a compass rose.

Your heading is steady at 000° true, but your observed track over the ground is 020° true. Which statement is supported?
A top-view yacht has a north-pointing heading arrow and a separate track arrow twenty degrees to the east.
Heading and observed trackIllustrative · not to scale · tap to enlarge ↗
Read the answer and explanation

Answer: The boat’s direction over the ground differs from the direction its bow points

Why this answer works

Heading describes the bow’s direction; track describes movement over the ground. Wind and current can produce a difference. These two numbers alone do not diagnose the cause or prove a faulty instrument.

Why the other choices fall short

The difference alone does not prove an instrument fault, a turn or an old chart. It says only that bow direction and ground movement are not aligned.

Put it into practice

Check the observations and their references, then consider current and leeway. Keep diagnosis separate from the limited conclusion supported by the two readings.

One note says 080° true and another says 080° compass. What must be checked before treating them as the same direction?
Two direction cards show 080 degrees true and 080 degrees compass beside a compass rose.
Same number, different referenceIllustrative · not to scale · tap to enlarge ↗
Read the answer and explanation

Answer: The north references and applicable variation and deviation

Why this answer works

Matching numbers with different references need not represent matching directions. Identify true, magnetic and compass references and apply the appropriate corrections; do not assume they are zero.

Why the other choices fall short

Matching numerals or handwriting do not remove the difference in north reference. Assuming zero correction is itself an assumption that must be checked.

Put it into practice

Write the reference next to every bearing in your working. Reconcile the applicable variation and deviation before comparing the two directions.

A line has a bearing of 185° true. What is the reciprocal, written as a three-digit true bearing?
A compass rose marks 185 degrees true and leaves the reciprocal direction unanswered.
Reciprocal across northIllustrative · not to scale · tap to enlarge ↗
Read the answer and explanation

Answer: 005° true

Why this answer works

Subtract 180° because the original bearing is greater than 180°: 185 − 180 = 5. Write this as 005° true. Three-digit notation makes the direction easier to read without changing its value.

Why the other choices fall short

365° must be normalised to 005° rather than left outside the usual range. The other choices are not 180° from the original direction.

Put it into practice

Place 185° just west of south and 005° just east of north on a compass rose. Check they form opposite ends of the same straight line.

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Practice only: this quiz is not an official RYA examination or an assessment of practical competence. Leaving mid-quiz starts that attempt again.

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