A LevelPhysicsEdexcelExam Questions2. MechanicsMotion

Motion (Edexcel A Level Physics)

Exam Questions

42 mins7 questions

Select a question set to download for
Motion

Select an answer set to view for
Motion

Medium
Hard
1a
Sme Calculator12 marks

Scientists have been studying a type of spider that can jump up to six times its body length.

The scientists photographed a spider at 0.02s intervals, during a jump. The picture is taken from the photograph and is shown at its actual size.

q16a-nov-2020-9ph0-01-edexcel-as-a-level-phy

i)
Deduce whether the images show that the motion in the x-direction is independent of the motion in the y-direction. You should take measurements with a ruler using the cross markings at the centre of gravity of the spider.

(4)

ii)
Show that the initial velocity of the spider at the start of the jump is about 1 m s−1. You should take measurements using the cross marking the centre of gravity of the spider.

(5)

iii)
The spider achieves this jump by extending its two back legs by 3.0 mm.

Calculate the average force the spider exerts in each leg to achieve the jump.

mass of spider = 150 mg

(3)





Average force = ......................................................

How did you do?

1b
Sme Calculator2 marks

Just as the spider starts the jump, it fixes a silk thread to the platform. It is thought that the thread acts as a safety line in case the spider falls.

q16b-nov-2020-9ph0-01-edexcel-as-a-level-phy

A student makes the comment:

ʻIf the silk thread can withstand a tension equal to the weight of the spider then this safety system should work.ʼ

Deduce whether this statement is correct.

How did you do?

Did this page help you?

2a
Sme Calculator2 marks

A physics class made a toy rocket. A drinks bottle was partially filled with water and inverted over a valve. An air pump delivered air to the bottle until the pressure forced the bottle from the valve and the water was ejected from the bottle at high speed.

q14-june-2018-9ph0-01-edexcel-as-a-level-phy

A velocity-time graph for the bottle for the first 4 s after take-off is shown.

q14-1-june-2018-9ph0-01-edexcel-as-a-level-phy

Determine the height to which the rocket travelled.




Height = ....................................

How did you do?

2b
Sme Calculator5 marks

Sketch the corresponding acceleration-time graph on the axes below.

q14b-june-2018-9ph0-01-edexcel-as-a-level-phy

How did you do?

Did this page help you?

1a
Sme Calculator1 mark

In the game of golf a stationary ball is hit by a club. One of the aims of the game is to land the ball on a patch of ground called the green.

The graph shows how the force F exerted by the club on the ball varies with time t as the ball is hit.

q12-nov-2021-9ph0-01-edexcel-as-a-level-phy

State why the area under the graph represents impulse.

How did you do?

1b
Sme Calculator8 marks
i)
Show that the velocity of the ball is about 30 ms−1 immediately after it is hit by the club.

mass of ball = 0.046 kg

(3)

ii)
The ball has a time of flight of 3.5 s before landing. The green is a vertical distance of 7.5 m above the point at which the ball was hit, as shown. The green is about seventy metres away from where the ball is hit.

q12bii-nov-2021-9ph0-01-edexcel-as-a-level-phy

Deduce whether, if air resistance is ignored, the ball could land on the green after a flight time of 3.5 s.

(5)

How did you do?

Did this page help you?

2a
Sme Calculator2 marks

A track for toy cars can be built with a circular loop as shown. 

q11-june-2019-9ph0-01-edexcel-as-a-level-phy

A toy car is placed on the track at various heights. It travels around the loop before leaving the track horizontally at X.

The loop has radius r and the mass of the toy car is m. It is possible for a toy car to complete the loop without losing contact with the inside of the track.

For this to occur the minimum speed of the toy car at the top of the loop v subscript t o p end subscript is given by



v subscript t o p end subscript space equals square root of g r end root

Explain why. 

How did you do?

2b
Sme Calculator3 marks

The toy car just completes the loop without losing contact with the track.
Show that the speed of the toy car at the bottom of the loop is about 3 ms-1.
r = 0.15 m



How did you do?

2c
Sme Calculator4 marks

The toy car leaves the track at X with a horizontal velocity of 3.0 ms-1.
X is 0.65 m above the floor.

Calculate the horizontal displacement of the car from X when it hits the floor.





Horizontal displacement = ..........................................

How did you do?

Did this page help you?