Compass Directions and Bearings

Stage 11 of 23 Strand 1 of 2 3 lessons

3 illustrated lessons, each teaching the why before the how.

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The Eight-Point Compass

Quarter and eighth turns name eight directions.

The compass names eight directions, each an eighth of a full turn apart

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NESW

North, east, south, west: the four main directions, a quarter turn apart.

NESWNESESWNW

Halfway between north and east sits northeast. Its name lists both neighbors.

NESWNESESWNW

8 points in all, so each step around the circle is 360 ÷ 8 = 45°.

NESWNESESWNW90°

From north, a quarter turn clockwise reaches east; an eighth stops at northeast.

Now you

NESWNESESWNW

You face north and turn clockwise through an eighth of a turn. Which direction do you face?

NESWNESESWNW

You face north and turn clockwise through a quarter turn. Which direction do you face?

Three-Figure Bearings

Clockwise from north, always three figures.

A bearing measures a direction in degrees clockwise from north, in three figures

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N115°

To name a direction exactly, face north and count the degrees turning clockwise.

N115°B

The turn from north to this line is 115 degrees, so B is on a bearing of 115°.

N047°

A bearing is always written with three figures: 47 degrees becomes 047°.

N250°

Past south, keep counting clockwise. This is 250° — never 110° the other way.

NESW090°

Due east is 090°, due south 180°, due west 270°. North itself is 000°.

Now you

NESWNESESWNW

What is the bearing of southeast?

N77°

A path turns 77° clockwise from north. What is its bearing?

Back Bearings

The way back is a half turn from the way out.

The bearing back along a journey is the outward bearing turned through 180 degrees

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NN060°AB

Walk from A to B on a bearing of 060°. The north line at B points the same way as A’s.

NN060°AB

To face A again, the walker turns clockwise from B’s own north — that is a new angle.

NNABbearing of B from A = 060°bearing of A from B = 240°

060° is under 180°, so add half a turn: the bearing of A from B is 60 + 180 = 240°.

NN300°120°PQ

A new journey, from P to Q on 300°. That is over 180°, so subtract: 300 − 180 = 120°.

Now you

NN310°PQ

A ferry sails from P to Q on a bearing of 310°. What is the bearing of P from Q?

NN040°PQ

A ferry sails from P to Q on a bearing of 040°. What is the bearing of P from Q?

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