4 (a) Which of these is a unit of momentum?
A kg/m/s
B kg/m/s
C kg/m/s²
D kg/m/s²
(b) Students investigate conservation of momentum using two identical trolleys - Edexcel - GCSE Physics Combined Science - Question 4 - 2022 - Paper 1
Question 4
4 (a) Which of these is a unit of momentum?
A kg/m/s
B kg/m/s
C kg/m/s²
D kg/m/s²
(b) Students investigate conservation of momentum using two identical trolleys... show full transcript
Worked Solution & Example Answer:4 (a) Which of these is a unit of momentum?
A kg/m/s
B kg/m/s
C kg/m/s²
D kg/m/s²
(b) Students investigate conservation of momentum using two identical trolleys - Edexcel - GCSE Physics Combined Science - Question 4 - 2022 - Paper 1
Step 1
(b)(i) Describe an investigation the students could carry out to show that momentum is conserved when these two trolleys collide.
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Answer
To investigate the conservation of momentum, the students can set up an experiment using two identical trolleys on a frictionless track. They can attach a card to trolley A and ensure both trolleys are stationary before the experiment begins.
Initial Setup: Position the trolleys apart on the track, with trolley A having a card and trolley B empty, as shown in Figure 4.
Collision: Release trolley A so that it collides with trolley B. This will allow the students to observe the transfer of momentum during the collision.
Measurement: Use a stopwatch to measure the time of contact between the two trolleys and note the velocities of both trolleys before and after the collision.
Analysis: Calculate the momentum of both trolleys before and after the collision using the formula: momentum = mass × velocity, and compare these values to confirm whether momentum is conserved.
Step 2
(b)(ii) Give a reason for the runway being at a slope.
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Answer
The runway is sloped to prevent the trolleys from slowing down due to friction. By inclining the runway, you ensure that trolley A can travel at a constant speed without the interference of friction, allowing for a more accurate measurement of momentum during the collision.
Step 3
(c)(i) Calculate the average force exerted by the ball on the racket.
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Answer
To calculate the average force exerted by the ball on the racket, we can use the formula: F=tmv−mu
Where:
m=0.075kg (mass of the ball)
v=15m/s (final velocity)
u=8.2m/s (initial velocity, in the opposite direction)
t=0.012s (time in contact with the racket)
Calculating:
Substitute values into the formula:
F=0.012(0.075⋅15)−(0.075⋅8.2)
Simplifying leads to:
F=0.012(1.125−0.615)
This yields:
F=0.0120.51=42.5N
Thus, the average force exerted by the ball on the racket is 42.5 N.
Step 4
(c)(ii) Describe how Newton’s Third Law of Motion applies to the collision between the racket and the ball.
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Answer
Newton’s Third Law states that for every action, there is an equal and opposite reaction. In the context of the collision between the racket and the ball:
When the ball strikes the racket, it exerts a force on the racket.
Concurrently, the racket exerts an equal and opposite force back on the ball.
This interaction highlights that the forces are equal in size but opposite in direction, demonstrating the principles of Newtonian mechanics.