Newton's Laws of Motion & Momentum (OCR AS Physics): Exam Questions

Exam code: H156

24 mins8 questions
1a
2 marks

A bicycle manufacturer carries out tests on the braking system of their new model.

A cyclist on this new bicycle travels at a constant initial speed U.

The cyclist applies the brakes at time t = 0 and the bicycle comes to a stop at time t = 2.0 s.

Fig. 20.1 shows the variation of the braking force F on the bicycle with time t.

q20-paper-1-june-2019-ocr-a-level-physics

Fig. 20.1

Use Newton’s second law of motion to explain the physical quantity represented by the area under the graph shown in Fig. 20.1.

1b
2 marks

The total mass of cyclist and bicycle is 71 kg.

Use Fig. 20.1 to calculate the initial speed U.

U = .................................. ms–1 

1c
2 marks

Complete Fig. 20.2 to show the variation of the speed of the bicycle from t = 0 to t = 2.0 s.

q20c-paper-1-june-2019-ocr-a-level-physics

Fig. 20.2

1a
6 marks

A student wants to determine the value of the acceleration of freefall g.

The diagram below shows part of the arrangement which the student used.

q16a-paper-1-nov-2021-ocr-a-level-physics

A steel ball is dropped from an electromagnet. The ball falls vertically. The ball hits a trapdoor and opens the trapdoor.

The ball travels a distance s from the bottom of the electromagnet to the trapdoor in a time t.

The student uses the equation s = 1 half g t squared to determine g.

i) Show that the equation s = 1 half g t squared is homogeneous, with both sides of the equation having the same base units.

[2]

ii) Describe how the student could use standard laboratory equipment to take accurate measurements of the distance s and the time t.

[4]

1b
6 marks

The trapdoor falls downwards when the ball hits it.

  The ball collides elastically with the trapdoor with a speed of 4.4 m s–1.

The graph of force acting on the ball against time is shown below.

q16b-paper-1-nov-2021-ocr-a-level-physics

The mass of the ball is 0.050 kg.

i) Calculate the initial momentum p1 of the ball just before it hits the trapdoor.

p1 = ............................................ kg m s–1 [1]

ii) Use the graph to calculate the magnitude of the final momentum p2 of the ball immediately after the collision.

p2 = ............................................ kg m s–1 [3]

iii) The mass of the trapdoor is 100 g.

Calculate the final speed v of the trapdoor immediately after the collision.

v = ................................................ m s–1 [2]