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Physics · Edexcel 4PH1 · Physics Paper 1 · January 2021

Edexcel IGCSE Physics Physics Paper 1 January 2021 question paper 4PH1/1P

2h 110 marks

Practise the past exam questions by topic

Edexcel 4PH1 · Paper 1P

11 questions
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Question 1

The passage describes the evolution of a star with a mass that is much larger than the mass of the Sun.

Use words or phrases from the box to complete the passage.

Each word or phrase may be used once, more than once, or not at all.

Figure for question 1

Hydrogen atoms in a nebula move towards each other due to the force of gravity.

As the atoms move towards each other, their........ energy

store increases, which increases the temperature. If the temperature becomes

high enough, nuclear fusion of hydrogen will start and the star enters the

........ stage of its evolution.

When hydrogen fusion stops in the core of the star, the core of the star will start to

........ . This increases the temperature in a layer

surrounding the core. Hydrogen fusion restarts in a layer surrounding the core.

This causes the star to........ and its surface temperature

decreases. The star is now a red super giant. Eventually nuclear fusion stops in the

core of the star and the star explodes as a........ .

The core of the star collapses to form either a........ or a

black hole.

(6)

Question 2

(a)

A speed camera is positioned at the side of a road.

Figure for question 2

The camera measures the speed of a vehicle on the road to determine whether the vehicle is travelling too fast.

The camera takes two photographs of the vehicle 0.25 s apart.

The photographs are used to measure the distance travelled by the vehicle during this time.

(a)(i)

State the formula linking average speed, distance moved and time taken.

(1)

(a)(ii)

In the time between the two photographs, the car travels a distance of 6.5 m.

Calculate the average speed of the car.

(2)

(a)(iii)

The speed limit of the road is 80 kilometres per hour.

Determine whether the car is exceeding the speed limit.

(2)

(b)

The velocity-time graph shows how the velocity of a lorry changes with time.

Figure for question 2
(b)(i)

Explain how the graph shows that the lorry has a constant acceleration.

(2)

(b)(ii)

State the formula linking acceleration, change in velocity and time taken.

(1)

(b)(iii)

Calculate the acceleration of the lorry.

acceleration =........ 2

(3)

Question 3

The photograph shows a mains-operated, decorative lamp, X.

Figure for question 3

Lamp X has seven identical bulbs that are connected in series.

(a)

Give a disadvantage of connecting the bulbs in series.

(1)

(b)

Suggest an advantage of connecting the bulbs in series.

(1)

(c)

Each bulb has a working resistance of 390 Ω.

The voltage across each bulb is 33 V.

(c)(i)

State the formula linking voltage, current and resistance.

(1)

(c)(ii)

Calculate the current in each bulb.

(3)

(c)(iii)

Calculate the energy transferred to lamp X when it is used for 2.5 hours.

(4)

(d)

Another decorative lamp, Y, uses five of the same 390 Ω bulbs connected in series.

Both lamps are mains operated.

Explain how the brightness of a single bulb in lamp Y compares to the brightness of a single bulb in lamp X.

(3)

Question 4

The photograph shows a hair dryer plugged into the mains supply.

The hair dryer contains a fuse.

Figure for question 4
(a)

State which wire in the hair dryer should be in series with the fuse.

(1)

(b)

The fuse is an electrical safety feature used in mains-operated domestic appliances.

State two other electrical safety features that can be used in mains-operated domestic appliances.

(2)

(c)

The hair dryer has a current of 9.6 A.

The mains supply voltage is 230 V.

(c)(i)

State the formula linking power, current and voltage.

(1)

(c)(ii)

Calculate the power of the hair dryer.

Give the unit.

(3)

(c)(iii)

The hair dryer contains a coil of wire which is used to heat air passing through the hair dryer.

Explain why the coil of wire heats up when there is a current in it.

(3)

(d)

Explain how a fuse protects a domestic appliance.

(3)

Question 5

A teacher uses a radioactive source containing atoms of the isotope radium-226.

(a)

Give a safety precaution that would reduce the teacher’s exposure to radiation when working with the radioactive source.

(1)

(b)

Radium-226 can be represented using the symbol

Question 5, shown as an image

How many neutrons are in the nucleus of an atom of radium-226?

Question 5, shown as an image

(1)

(c)

The teacher investigates the type of radiation emitted from the radioactive source.

(c)(i)

Give the name of a piece of apparatus that detects ionising radiation.

(1)

(c)(ii)

The teacher finds that the radiation emitted from the radioactive source is not detected when the detector is more than 5 cm away from the source.

State the type of radiation emitted by the radioactive source.

(1)

(d)

The number of radium-226 atoms in the source decreases over time, with a half-life of 1600 years.

(d)(i)

State what is meant by the term half-life.

(2)

(d)(ii)

The radioactive source contains 2.66 × 1021 atoms of radium-226.

Approximately how many atoms of radium-226 will remain in the source after 800 years?

Question 5, shown as an image

(1)

Question 6

When a rubber ball is dropped it hits the floor and bounces.

Design an investigation to determine how the temperature of the rubber ball affects the maximum height the ball reaches after it bounces.

In your answer, refer to

maths symbol how to change the temperature of the ball maths symbol the variables that need to be controlled maths symbol how to obtain high-quality data

You may draw a labelled diagram to support your answer.

(6)

Question 7

Very strong magnets can be made using the element neodymium.

(a)

Diagram 1 shows parts of two neodymium magnets, X and Y, when they are held close together.

Figure for question 7 Figure for question 7

Diagram 1

A uniform magnetic field is produced in the space between the magnets.

Diagram 1 shows the south pole of magnet X.

Complete diagram 1 by drawing the uniform magnetic field and labelling the pole on magnet Y.

(3)

(b)

Diagram 2 shows another neodymium magnet being used to lift an iron ball from a table.

The iron ball is shown at the instant it leaves the surface of the table.

Figure for question 7

Diagram 2

(b)(i)

Explain why the iron ball experiences an upward magnetic force.

(2)

(b)(ii)

The iron ball experiences an upward resultant force at the instant shown in diagram 2.

Draw a labelled arrow on diagram 2 to show the weight of the iron ball.

(1)

(b)(iii)

State the formula linking weight, mass and gravitational field strength.

(1)

(b)(iv)

At the instant shown in diagram 2, the resultant force acting on the iron ball is 124 mN and the magnetic force is 165 mN.

Calculate the mass of the iron ball.

(4)

(b)(v)

Explain why the resultant force acting on the iron ball increases as the iron ball moves towards the magnet.

(2)

Question 8

A student uses a computer simulation to investigate the motion of particles in a gas.

He records the pressure of the gas and the mean speed of the particles in the gas at different temperatures.

The graphs show his results.

Figure for question 8 Figure for question 8
(a)

Give a reason why the student does not start the y-axis scale from zero on either of his graphs.

(1)

(b)

Describe the relationships shown by the graphs.

(3)

(c)

Explain why the value of temperature chosen in the simulation should not decrease below – 273 °C.

(2)

(d)

The student then calculates the kinetic energy of a single gas particle at each temperature.

(d)(i)

Using the curve of best fit on graph 2, determine the mean speed of a gas particle when the gas temperature is 100 °C.

(1)

(d)(ii)

The mass of a single gas particle is 5.3 × 10–26 kg.

Calculate the average kinetic energy of a gas particle when the temperature of the gas is 100 °C.

(3)

(d)(iii)

Calculate the temperature of the gas in kelvin when its temperature is 100 °C.

(1)

(d)(iv)

On the axes, sketch a graph of the average kinetic energy of the gas particles against temperature in kelvin.

Figure for question 8

(2)

Question 9

A student does an investigation to determine the refractive index of a block made from flint glass.

(a)

She directs a ray of red light at the block, as shown in diagram 1.

Figure for question 9
(a)(i)

Some of the light is reflected from the surface of the block at point A.

On diagram 1, draw this reflected ray of light.

(1)

(a)(ii)

Use a protractor to determine the angle of incidence and the angle of refraction of the red light at point A on diagram 1.

angle of incidence =........ degrees

angle of refraction =........ degrees

(2)

(a)(iii)

State the formula linking refractive index, angle of incidence and angle of refraction.

(1)

(a)(iv)

Calculate the refractive index of the glass for red light.

(2)

(a)(v)

Describe how the student could improve her investigation to obtain a more reliable value of the refractive index.

(3)

(b)

The student replaces the red light with a blue light.

Diagram 2 shows a ray of blue light directed at point A, at the same angle of incidence as the previous ray of red light.

The dashed lines on diagram 2 show the previous path of the ray of red light.

Figure for question 9

The refractive index of flint glass for blue light is higher than the refractive index of flint glass for red light.

Complete diagram 2 by drawing the path of blue light from point A until it passes into air.

(3)

Question 10

The photograph shows a large hurdle on an athletics track.

Figure for question 10
(a)

The bar of the hurdle is made of wood and is painted black and white.

The temperature of the hurdle increases when the Sun shines on it.

Explain which part of the bar reaches the highest temperature.

(2)

(b)

The air near the bar receives energy by heating.

Explain how a convection current is formed in the air near the bar.

(4)

Question 11

A student uses a bottle and a stopper to find the density of an unknown liquid.

The stopper fits tightly into the bottle and has a small diameter hole through it.

Figure for question 11
(a)

This is the student’s method.

maths symbol use a balance to find the mass of the bottle and stopper maths symbol completely fill the bottle with water maths symbol insert the stopper and dry the outside of the bottle maths symbol use the balance to find the mass of the full bottle and stopper

These are the student’s results.

mass of empty bottle and stopper = 63.4 g

mass of full bottle and stopper = 112.9 g

Use the student’s results to determine the volume of the water in the bottle.

Give your answer to three significant figures.

[density of water = 0.998 g/cm3]

volume =........ 3

(4)

(b)

The student empties the bottle and then dries it.

He refills the bottle with the unknown liquid.

He measures the mass of the full bottle and stopper as 143.8 g.

Calculate the density of the unknown liquid.

(3)

(c)

Another student uses a measuring cylinder to find the volume of the unknown liquid.

Discuss the advantages and disadvantages of using each method to find the volume of the unknown liquid.

(3)

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