The diagram shows a ruler being used to estimate a student’s reaction time.
i) Describe how the ruler can be used to estimate student B’s reaction time.
[2]
ii) Why do the students repeat the experiment several times?
[1]
iii) Student B is very tired when they try this experiment.
Suggest how this might affect student B’s reaction time.
[1]
The driver of a car makes an emergency stop. The thinking distance is 9 m. The braking distance is 14 m.
i) Calculate the total stopping distance of the car.
Stopping distance = ...................................................... m [1]
ii) This graph shows how this driver’s stopping distance changes with speed.
A car is travelling at 50 mph.
There is a barrier in the road 40 m in front of the car.
The driver makes an emergency stop. Use the graph to work out if the car hits the barrier.
Explain how you obtained your answer.
[2]
iii) State one factor, other than speed, that affects braking distance.
Explain how this factor changes braking distance.
Factor .............................................................................................. Explanation ......................................................................................
[3]
(i) A car travels at a speed of 13 m/s. The car takes 4 s to stop after the brakes are applied.
Calculate the deceleration of the car.
Use the equation: acceleration = change in velocity ÷ time
Deceleration = ................................................. m/ s2 [2]
(ii) The braking system of the car in (c)(i) is changed. The same car travelling at 13 m/s now takes 0.4 s to stop after the brakes are applied.
The driver says, ‘The new braking system is ten times safer.’ Do you agree with the driver? Explain your answer.
Yes | |
No |
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(iii) Suggest one safety feature in a car that can reduce injury in a crash.
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