Question

Difficulty: MediumStopping and Following Distances

The UK Highway Code specifies separation safety margins and total stopping distances to account for vehicle speed and road surface conditions. Match each driving scenario or road condition on the left with its correct minimum safety margin or overall stopping distance on the right.

  • Overall stopping distance when travelling at 20 mph20\text{ mph} on a dry road12 metres12\text{ metres} (40 feet40\text{ feet})
  • Overall stopping distance when travelling at 40 mph40\text{ mph} on a dry road36 metres36\text{ metres} (118 feet118\text{ feet})
  • Minimum safe following time gap when driving on a wet road4 seconds4\text{ seconds} (double the normal dry gap)
  • Minimum safe following time gap when driving on an icy road20 seconds20\text{ seconds} (ten times the normal dry gap)

Answer

Overall stopping distance at 20 mph20\text{ mph} matches 12 metres12\text{ metres} (40 feet40\text{ feet}); Overall stopping distance at 40 mph40\text{ mph} matches 36 metres36\text{ metres} (118 feet118\text{ feet}); Wet road following gap matches 4 seconds4\text{ seconds}; Icy road following gap matches 20 seconds20\text{ seconds}.
The UK Highway Code sets standardized distances and rules: at 20 mph20\text{ mph}, total stopping distance is 12 metres12\text{ metres} (40 feet40\text{ feet}); at 40 mph40\text{ mph}, it is 36 metres36\text{ metres} (118 feet118\text{ feet}). For following gaps, the standard dry two-second rule doubles to 4 seconds4\text{ seconds} in wet weather and increases up to ten times to 20 seconds20\text{ seconds} in icy or snowy conditions.

Step-by-Step Solution

1
Determine the dry stopping distance for 20 mph20\text{ mph} and 40 mph40\text{ mph}
20 mph=12 m20\text{ mph} = 12\text{ m} (40 ft40\text{ ft}) and 40 mph=36 m40\text{ mph} = 36\text{ m} (118 ft118\text{ ft})
According to the UK Highway Code, total stopping distance equals thinking distance plus braking distance under good dry conditions.
2
Calculate the required following time gap for wet and icy weather conditions
Wet = 4 seconds4\text{ seconds} (2×2 s2\times 2\text{ s}); Icy = 20 seconds20\text{ seconds} (10×2 s10\times 2\text{ s})
The baseline two-second rule must be multiplied by 2 for wet weather and up to 10 for icy conditions due to severe loss of friction.

Key Concept

Highway Code stopping distances and weather-adjusted following separation time gaps
Estimated Time:1m 0s
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