p10 homework booklet 144-159 use gcse physics book - pages
TRANSCRIPT
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P10 Homework BookletUse GCSE Physics book - pages 144-159
Name:
Class:
Due Date:
Marks: 60
Comments:
You are expected to attempt all questions in the booklet. This booklet will be the equivalent of 2 set homework tasks and will be handed in on the due date. If you fail to complete this booklet or you lose the booklet you will be expected to complete a 30-minute detention and you will be expected to catch up with the missed work.
My Evaluation - What Went Well:
My Evaluation - Even Better If:
Total Mark: Percentage: (__________/60) *100
Teacher Comments
My effort grade is:
Improvements
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Q1.A trolley is attached to two identical springs.
The trolley is pushed to the left and then released.
Figure 1 shows the horizontal forces acting on the trolley just after it is released.
Figure 1
(a) Write the equation which links acceleration, mass and resultant force.
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(b) The trolley has a mass of 0.75 kg
Calculate the acceleration of the trolley just after it is released.
Give the unit.
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Acceleration = ____________________ Unit ____________________ (4)
An elastic cord is fixed to the trolley.
Figure 2 shows the arrangement viewed from above.
Figure 2
When the trolley is pushed and released a wave travels along the cord.
(c) What type of wave travels along the cord?
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Give the reason for your answer.
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(d) Suggest one change that could be made to the apparatus shown in Figure 2 to produce a wave with a lower frequency.
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(Total 8 marks)
Q2.
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Momentum is a vector quantity.
(a) How is a vector quantity different to a scalar quantity?
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(b) Name another vector quantity.
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(c) Give the definition of momentum.
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(d) What is the unit of momentum?
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(e) The image shows a golf club about to hit a stationary golf ball.
The golf club is in contact with the golf ball for 1.8 ms and exerts a force of 1500 N on the golf ball.
The mass of the golf ball is 0.045kg
Calculate the velocity of the golf ball as it leaves the golf club.
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Velocity = ____________________ m/s(4)
(f) When hitting the golf ball the golfer swings the golf club to keep it in contact with the golf ball for as long as possible.
The force acting on the golf ball is constant during this time.
Explain the effect that the time of contact between the golf club and the golf ball has on the distance the golf ball travels.
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(Total 12 marks)
Q3.Two students investigated how the acceleration of a trolley depends on the force applied to the trolley.
Before starting the investigation, each student wrote a hypothesis.
Hypothesis of student A:
‘The acceleration of the trolley is directly proportional to the force applied to the trolley.'
Hypothesis of student B:
‘Changing the force applied to the trolley will change the acceleration of the trolley.'
(a) Consider the hypothesis of student A.
Predict what would happen to the acceleration of the trolley if the force applied to the trolley is doubled.
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(b) Why is it difficult to make a valid prediction using the hypothesis of student B?
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Figure 1 shows some of the equipment used by the students.
Figure 1
(c) Write a list of any other equipment the students will need to complete the investigation.
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(d) Why should the students use a sloping runway?
Tick one box.
To reduce the effect of friction on the trolley.
To decrease the acceleration of the trolley.
To stop the trolley rolling back up the runway.
(1)
(e) Describe a method the students could have used for their investigation.(6)
(f) The students used the same trolley throughout the investigation.
Suggest why.
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The students' results are shown as a graph in Figure 2.
Figure 2
(g) Explain why hypothesis A gives a better explanation of the results.
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(Total 8 marks)
Q4.Figure 1 shows a boat floating on the sea. The boat is stationary.
Figure 1
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(a) Figure 2 shows part of the free body diagram for the boat.
Complete the free body diagram for the boat.
Figure 2
(2)
(b) Calculate the mass of the boat.
Use the information given in Figure 2.
gravitational field strength = 9.8 N/kg
Give your answer to two significant figures.
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Mass = _____________________ kg(4)
(c) When the boat propeller pushes water backwards, the boat moves forwards.The force on the water causes an equal and opposite force to act on the boat.
Which law is this an example of?
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(d) Figure 3 shows the boat towing a small dinghy.
Figure 3
The tension force in the tow rope causes a horizontal force forwards and a vertical force upwards on the dinghy.
horizontal force forwards = 150 Nvertical force upwards = 50 N
Figure 4 shows a grid.
Draw a vector diagram to determine the magnitude of the tension force in the tow rope and the direction of the force this causes on the dinghy.
Figure 4
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Magnitude of the tension force in the tow rope = _____________________ N
Direction of the force on the dinghy causedby the tension force in the tow rope = _______________________
(4)(Total 11 marks)
Q5.The stopping distance of a car is the sum of the thinking distance and the braking distance.
The table below shows how the thinking distance and braking distance vary with speed.
Speedin m/s
Thinking distance in m
Braking distance in m
10 6 6.0
15 9 13.5
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20 12 24.0
25 15 37.5
30 18 54.0
(a) What is meant by the braking distance of a vehicle?
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(b) The data in the table above refers to a car in good mechanical condition driven by an alert driver.
Explain why the stopping distance of the car increases if the driver is very tired.
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(c) A student looks at the data in the table above and writes the following:
thinking distance ∝ speed
braking distance ∝ speed
Explain whether the student is correct.
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(d) Applying the brakes with too much force can cause a car to skid.
The distance a car skids before stopping depends on the friction between the road surface and the car tyres and also the speed of the car.
Friction can be investigated by pulling a device called a ‘sled’ across a surface at constant speed.
The figure below shows a sled being pulled correctly and incorrectly across a
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surface.
The constant of friction for the surface is calculated from the value of the force pulling the sled and the weight of the sled.
Why is it important that the sled is pulled at a constant speed?
Tick one box.
If the sled accelerates it will be difficult to control.
If the sled accelerates the value for the constant of friction will be wrong.
If the sled accelerates the normal contact force will change.
(1)
(e) If the sled is pulled at an angle to the surface the value calculated for the constant of friction would not be appropriate.
Explain why.
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(f) By measuring the length of the skid marks, an accident investigator determines that the distance a car travelled between the brakes being applied and stopping was 22 m.
The investigator used a sled to determine the friction. The investigator then calculated that the car decelerated at 7.2 m/s2.
Calculate the speed of the car just before the brakes were applied.
Give your answer to two significant figures.
Use the correct equation from the Physics Equation Sheet.
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Speed = __________________________ m/s(3)
(Total 11 marks)