SubjectCover

Pearson Edexcel International GCSE (9–1) · PHYSICS · Unit

Forces and Motion

367 practice questions

Topics covered

Practice questions

361–367 of 367

  1. Question 361

    1 mark · Normal

    Which of the following is a vector quantity?

    1. A.Distance
    2. B.Speed
    3. C.Displacement
    4. D.Time
    Answer and check →
  2. Question 362

    6 marks · Normal

    A car travels along a straight section of road. It accelerates from 10 m/s to 26 m/s in 4.0 s.

    (a)

    Calculate the acceleration of the car.

    [2 marks]
    (b)

    Calculate the distance travelled during the acceleration.

    [2 marks]
    (c)

    Explain one reason why the driver needs to allow extra stopping distance if the road is wet.

    [2 marks]
    Answer and see the solution →
  3. Question 363

    5 marks · Normal

    A trolley of mass 1.5 kg is pulled along a straight track by a constant force. The trolley accelerates from rest to a velocity of 2.8 m/s in 4.0 s. A student draws the velocity–time graph below for the motion:

    line graph of Velocity (m/s) against Time (s)0123400.511.522.53Time (s)Velocity (m/s)
    Velocity–time graph for trolley
    (a)

    Calculate the acceleration of the trolley.

    [2 marks]
    (b)

    Calculate the resultant (unbalanced) force on the trolley.

    [2 marks]
    (c)

    State two differences between the information shown on a velocity–time graph and a distance–time graph.

    [1 mark]
    Answer and see the solution →
  4. Question 364

    6 marks · Normal

    A lorry of mass 2000 kg accelerates uniformly from rest to a speed of 15 m/s in 10 s on a straight, level road. The lorry then continues at this speed for another 10 s.

    (a)

    Calculate the average acceleration of the lorry during the first 10 s.

    [2 marks]
    (b)

    Calculate the resultant force on the lorry during the first 10 s.

    [2 marks]
    (c)

    Sketch a velocity–time graph for the motion of the lorry for the 20 s described. Label all relevant values on the axes.

    [2 marks]
    Answer and see the solution →
  5. Question 365

    6 marks · Normal

    A van of mass 1200 kg is moving along a straight road. The driver notices a traffic jam ahead and comes to rest by applying the brakes. The van slows from 18 m/s to 0 m/s in 4.5 s.

    (a)

    State the SI unit for acceleration.

    [1 mark]
    (b)

    Calculate the acceleration of the van while braking. State whether this acceleration is positive or negative.

    [2 marks]
    (c)

    Calculate the unbalanced (resultant) force acting on the van while braking.

    [2 marks]
    (d)

    Explain why the van takes a longer distance to stop if the road is wet.

    [1 mark]
    Answer and see the solution →
  6. Question 366

    6 marks · Normal

    You investigate how the extension of a metal spring varies with the force applied. The table shows your results.

    Results from spring experiment
    Force/NExtension/cm
    0.00.0
    2.01.5
    4.03.0
    6.04.5
    8.06.0
    (a)

    State the SI unit for extension in this experiment.

    [1 mark]
    (b)

    Plot a graph of force (vertical axis) against extension (horizontal axis). Draw the best-fit straight line and label axes with correct units.

    [2 marks]
    (c)

    Explain why the graph is a straight line that passes through the origin.

    [2 marks]
    (d)

    Describe what will happen if the force applied is increased well beyond 8.0 N.

    [1 mark]
    Answer and see the solution →
  7. Question 367

    6 marks · Normal

    Two students investigate the motion of a toy car by rolling it down a slope. The distance travelled after release is recorded at several times. Their data is given below.

    Toy car motion data
    Time/sDistance/m
    0.00.00
    0.50.18
    1.00.52
    1.50.98
    2.01.60
    2.52.30
    (a)

    Plot a distance–time graph for the toy car using the data above. Label the axes with units.

    [2 marks]
    (b)

    Use your graph to estimate the average speed of the car between t = 0 and t = 2.5 s. Show your working.

    [2 marks]
    (c)

    Describe how you can tell from the graph whether the car was accelerating.

    [2 marks]
    Answer and see the solution →