• Activity
  • Roads, Vehicles & Traffic

Calculating stopping distances

Learning areas:
  • Science
Year levels:
  • Year 5
  • Year 6

Discuss the concepts of ‘stopping distance’, ‘reaction distance’ and ‘braking distance’ and the relationship between speed and stopping distance

Using the worksheet ‘Calculating stopping distances’, have students work out the total stopping distance for each speed and enter it on the chart.

Take students out into the school ground to measure the different stopping distances.

Discussion questions

Speed and stopping distances

  • What could we mean by the term ‘stopping   distance’?
  • What could we mean by ‘reaction distance’?
  • What could we mean by ‘braking distance’?
  • Why are the reaction distances and the braking   distances different for each speed example?
  • What happens to the distances as speed   increases?
  • Why do you think this happens?
  • What would you expect to happen to the   stopping distances if it was raining, foggy or night time?
  • What would happen to stopping distances if the   tyres were in poor condition?
  • Would there be any difference in the stopping distance of a small vehicle and a fully loaded truck or bus?

Information for teachers

Stopping distance is the total distance that a vehicle travels to come to a complete stop from the time the driver first decides to stop, including the reaction distance and the braking distance.

Reaction distance is the distance that a vehicle continues to travel while the driver thinks about and processes the information required to stop the vehicle.

Braking distance is the distance a vehicle continues to travel once the brakes are applied.

Speeding includes travelling above the speed limit as well as driving too fast for the conditions, and these are major contributors to both the number and severity of crashes.

As a vehicle's speed increases, so does the time it takes for the vehicle to come to a stop. Combined with the fact that the higher the speed, the greater the impact, it becomes clear how a small increase in speed can make a big difference in the seriousness of a crash.

It's not only drivers and passengers that are affected. In fact, other road users such as pedestrians, cyclists and motorcyclists are more vulnerable and therefore more susceptible to death or serious injury if struck by a moving vehicle.

Studies show that small increases in speed can have large increases in the level of injury or the likelihood of death. Equally though, small decreases in speed can significantly reduce the severity of injuries to the vulnerable human, or avoid the crash in the first place.

Victorian curriculum

Maths

Level 5

Use efficient mental and written strategies and apply appropriate digital technologies to solve problems (VCMNA185)

Choose appropriate units of measurement for length, area, volume, capacity and mass (VCMMG195)

Level 6

Select and apply efficient mental and written strategies and appropriate digital technologies to solve problems involving all four operations with whole numbers and make estimates for these computations (VCMNA209)

Convert between common metric units of length, mass and capacity (VCMMG223)

Solve problems involving the comparison of lengths and areas using appropriate units (VCMMG224)