AQA · Mathematics · 8300

GCSE Maths: Angles: back bearings

Geometry & Measures · AQA GCSE Maths (8300). Cards are generated from the Corbettmaths textbook exercise and practice questions for Angles: back bearings (Corbettmaths Video 27), and every card links back to the exact page it came from. Practice tests are drawn from this deck’s own cards. Source material © Corbettmaths — used with attribution.

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  1. North is written as the bearing ?°.

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    000

  2. South is written as the bearing ?°.

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    180

  3. East is written as the bearing ?°.

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    090

  4. West is written as the bearing ?°.

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    270

  5. If the bearing of A from B is 025°, what is the bearing of B from A?

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    205°. Add 180° to find the back bearing when the original bearing is less than 180°.

  6. If the bearing of A from B is 222°, what is the bearing of B from A?

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    042°. Subtract 180° to find the back bearing when the original bearing is greater than 180°.

  7. How do you calculate a back bearing when the original bearing is greater than 180°?

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    Subtract 180° from the original bearing.

  8. South-East is written as the bearing ?°.

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    135

  9. North-West is written as the bearing ?°.

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    315

  10. What is a back bearing?

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    The bearing of point A from point B, when you already know the bearing of point B from point A. It is the opposite direction, calculated by adding or subtracting 180°.

  11. How do you calculate a back bearing from a given bearing?

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    If the bearing is less than 180°, add 180°. If the bearing is greater than 180°, subtract 180°.

  12. What scale notation means 1 cm on a map represents 10,000 cm in reality?

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    1 : 10,000

  13. On a map with scale 1 : 10,000, how many metres does 1 cm represent?

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    100 metres (since 10,000 cm = 100 m)

  14. How do you find the position of a point given bearings from two known locations?

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    Draw bearing lines from each known location; the point lies at their intersection. This method is called triangulation.

  15. When calculating distance travelled, use the formula: distance = ?

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    speed × time

  16. How many digits should a bearing always be written with?

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    Three digits (using leading zeros if necessary, e.g., 015° or 090°)

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