Edexcel IGCSE Physics B Movement and Position Questions
Practise motion questions using distance-time and velocity-time graphs, speed calculations, acceleration equations and practical measurements.
- Syllabus
- First assessment 2019
- Course
- Physics 4PH1
Practise motion questions using distance-time and velocity-time graphs, speed calculations, acceleration equations and practical measurements.
The diagram shows a velocity-time graph for a car from the time the driver sees an obstacle in the road until the car comes to rest.
Calculate the acceleration of the car between 1.8 and 8.0 seconds.
acceleration = ............ m/s^2
Marking points:
- use of acceleration =timechange in velocity
- substitution
- evaluation
Example:
acceleration=6.2−30acceleration=−4.8 ms−2
Accept:
- clear indication that acceleration is gradient
- -4.8 to −5.0 ms−2
Ignore:
- minus sign
Calculate the braking distance of the car.
braking distance = ............ m
- clear indication that distance is area under the line
- understanding that braking distance is area of triangle section only
- evaluation
Example:
- distance = area
- distance = 0.5 x 30 x 6.2
- distance = 93 m
Accept:
- alternative method using ECF from 4(a)(i) and v^2 = u^2 + 2as, giving 93.75 m
- 54 m scores 1 mark
- 147 m scores 2 marks
Which of these represents the distance-time graph for the car?
A
The photograph shows infrared heating lamps being used to harden fresh paint on a car.
The infrared heating lamps are placed 1.5 m from the car.
Calculate the time taken for infrared waves emitted from a lamp to reach the car.
[for infrared waves, speed = 3.0 x 10^8 m/s]
time = ............ s
Marking points:
- substitution into speed=timedistance
- rearrangement
- evaluation
Example:
3.0×108=t1.5t=3.0×1081.5t=5.0×10−9 s
Accept:
- 5×10−9 s
- 0.000000005 s
Marking guidance:
- Deduct 1 mark for power-of-ten error.
The photograph shows a toy called a marble run.
A student lifts a marble from the table to the top of the marble run at point A. They release the marble from point A and it rolls through pipes to reach the bottom of the marble run at point B.
The marble leaves the marble run at point B and rolls across the table.
As the marble rolls, energy is transferred due to the different forces acting on the marble.
The student wants to measure how much energy the marble loses as it moves from point A to point B .
The student needs to measure the speed of the marble as it leaves the marble run at point B .
Describe a method the student could use to measure this speed.
let marble roll across table for a known distance;
measure time taken;
use speed = distance / time;
OR
use of light gate;
connected to datalogger;
positioned so that (centre of) marble cuts beam(s);
allow measure distance travelled across table reject if linked to measuring time between A and B
allow use of device with two integrated light gates
The diagram shows a velocity-time graph for a car from the time the driver sees an obstacle in the road until the car comes to rest.
Which of these represents the distance-time graph for the car?
A
A student does an experiment to determine the acceleration due to gravity, g.
The diagram shows the apparatus used.
This is the student's method.
- connect both light gates to a data logger
- drop a steel ball from rest at the top of the transparent tube
- record the speed of the ball at each light gate
- record the time taken for the ball to fall from light gate A to light gate B
The box shows the data recorded by the data logger.
speed at A =1.45 m/s
speed at B =4.20 m/s
time from A to B=0.286 s
Show that the acceleration of the steel ball is approximately 9.6 m/s^2.
acceleration = ............ m/s^2
- substitution into a = delta v / t
- evaluation to 3 or more significant figures
Example:
- acceleration = (4.20 - 1.45) / 0.286
- acceleration = 9.62 m/s^2
A student does an experiment to determine the acceleration due to gravity, g.
The diagram shows the apparatus used.
This is the student's method.
- connect both light gates to a data logger
- drop a steel ball from rest at the top of the transparent tube
- record the speed of the ball at each light gate
- record the time taken for the ball to fall from light gate A to light gate B
The student changes the distance between the light gates by varying the position of light gate B.
The student measures the time taken for the steel ball to fall from light gate A to light gate B when the light gates are different distances apart.
The table shows the student's results.
Explain how the graph shows that the steel ball is accelerating as it falls.
- gradient of graph is equal to the speed / velocity of the ball
- gradient is increasing as time increases
- speed / velocity is increasing as time increases
Accept:
- curve gets steeper
- greater distance in a unit of time
Marking guidance:
- Award 1 mark for idea that graph is a curve if no other marks awarded.
The diagram shows a velocity-time graph for a car from the time the driver sees an obstacle in the road until the car comes to rest.
Calculate the acceleration of the car between 1.8 and 8.0 seconds.
acceleration = ............ m/s^2
Marking points:
- use of acceleration =timechange in velocity
- substitution
- evaluation
Example:
acceleration=6.2−30acceleration=−4.8 ms−2
Accept:
- clear indication that acceleration is gradient
- -4.8 to −5.0 ms−2
Ignore:
- minus sign
The diagram shows a velocity-time graph for a car from the time the driver sees an obstacle in the road until the car comes to rest.
Calculate the braking distance of the car.
braking distance = ............ m
- clear indication that distance is area under the line
- understanding that braking distance is area of triangle section only
- evaluation
Example:
- distance = area
- distance = 0.5 x 30 x 6.2
- distance = 93 m
Accept:
- alternative method using ECF from 4(a)(i) and v^2 = u^2 + 2as, giving 93.75 m
- 54 m scores 1 mark
- 147 m scores 2 marks
A student stretches a rubber band.
The student stretches the rubber band and then releases it. The band moves vertically upwards.
The band travels with an initial speed of 13 m/s.
When the band reaches its maximum height above the student's hand, the band has a speed of 0 m/s.
Calculate the maximum height that the band reaches.
Give your answer to 2 significant figures.
height = ............ m
Marking points:
- substitution into the given equation v2=u2+2as
- rearrangement
- evaluation
- answer to 2 significant figures
Example:
02=132+(2×−10×s)height=20169height=8.45 mheight=8.5 m
Accept:
- mgh=21mv2
Ignore:
- sign
Marking guidance:
- Answer to 2 significant figures is an independent mark.