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Physics B (21st Century) · OCR J259 · Paper 1 · November 2021

OCR GCSE Physics B (21st Century) Paper 1 November 2021 question paper

OCR J259 · Paper 1

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Question 1

Nina is a mountain climber.

(a)

Calculate the increase in her stored gravitational energy when she climbs a mountain which has a vertical height of 750 m.

Her mass is 70 kg.

Gravitational field strength = 10 N / kg.

Use the equation: gravitational potential energy = mass × gravitational field strength × height

[2]

Answer
Mark scheme for question 1(a)
(b)(i)

What is the useful energy store in Nina’s muscles before she climbs the mountain?

Tick (✓) one box.

Question 1, shown as an image

[1]

Answer
Mark scheme for question 1(b)(i)
(b)(ii)

Nina returns to her starting point at the bottom of the mountain and stops.

Which two energy stores have increased when Nina reaches the bottom of the mountain and stops?

Tick (✓) two boxes.

Question 1, shown as an image

[2]

Answer
Mark scheme for question 1(b)(ii)

Question 2

Jane investigates a small electrical heater in an electrical circuit.

(a)

The resistance of the heater when it is first switched on is 1.4 maths symbol.

The current in the heater is 9.0 A.

Calculate the potential difference across the heater.

Use the equation: potential difference = current × resistance

[2]

Answer
Mark scheme for question 2(a)
(b)

Jane adjusts the potential difference across the heater to 12 V.

The current in the heater is now 8.6 A.

Calculate the electrical power of the heater.

Use the equation: power = potential difference × current

[2]

Answer
Mark scheme for question 2(b)
(c)

The temperature of the heater increases.

Predict what happens to the resistance of the heater.

[1]

Answer
Mark scheme for question 2(c)

Question 3

Beth and Kareem make waves on a rope.

Kareem Beth

Figure for question 3
(a)
Figure for question 3

Beth’s description of the wave is incorrect.

State the correct amplitude and wavelength.

The amplitude is........ cm.

The wavelength is........ m.

[2]

Answer
Mark scheme for question 3(a)
(b)
Figure for question 3

[1]

Answer
Mark scheme for question 3(b)
(c)

Kareem describes the waves another way.

Figure for question 3
(c)(i)

Describe how the waves on the rope are an example of transverse waves.

[2]

Answer
Mark scheme for question 3(c)(i)
(c)(ii)

How are sound waves in air different to the waves on the rope?

[1]

Answer
Mark scheme for question 3(c)(ii)

Question 4

Jamal sees a ‘salt lamp’ in a shop, as shown in the diagram.

Figure for question 4

The salt lamp contains a white light bulb covered with blocks of salt.

(a)

Which two statements about visible light waves are correct?

Tick (✓) two boxes.

Question 4, shown as an image

[2]

Answer
Mark scheme for question 4(a)
(b)

When the lamp is switched on, visible light passes through the salt as it leaves the lamp. The salt lamp appears yellow.

Complete the sentence to explain why the salt lamp appears yellow.

The salt lamp appears yellow because the salt........ yellow light

and........ all the other colours of white light.

[2]

Answer
Mark scheme for question 4(b)
(c)

Jamal sees this claim on the packaging for the salt lamp.

Figure for question 4

Describe the peer review process.

[2]

Answer
Mark scheme for question 4(c)

Question 5

Jack has a wax candle.

(a)

The density of the wax in the candle is 0.9 g / cm3. (a)

The total volume of wax in the candle is 11 cm3.

Calculate the mass of wax in the candle.

[3]

Answer
Mark scheme for question 5(a)
(b)

Jack lights the candle.

Figure for question 5

After a few minutes, Jack notices that some of the wax is still solid, and some of it has melted. Approximately 0.6 g of wax has melted.

Calculate the thermal energy needed to melt 0.6 g of wax.

Specific latent heat of melting of wax = 210 000 J / kg

Use the equation: energy to cause a change of state = mass × specific latent heat

[3]

Answer
Mark scheme for question 5(b)
(c)

Jack blows out the candle.

The liquid wax turns back into a solid.

Describe what happens to the particles in the wax as it changes from a liquid into a solid.

[2]

Answer
Mark scheme for question 5(c)

Question 6

Eve does an experiment to investigate the relationship between pressure and volume of a gas.

She uses a syringe containing air. She compresses the air by placing some books on top of the

Figure for question 6
(a)

The mass of one book is 0.85 kg.

Calculate the weight of this book.

Use the equation: weight = mass × gravitational field strength

Gravitational field strength = 10 N / kg.

[2]

Answer
Mark scheme for question 6(a)
(b)

The total weight of the books on top of the syringe is 24 N. The surface area of the syringe in contact with the books is 0.0028 m2.

Calculate the pressure on the air in the syringe due to the weight of the books.

Use the equation: pressure = force normal to a surface ÷ area of that surface

Give your answer to 2 significant figures.

[3]

Answer
Mark scheme for question 6(b)
(c)

Eve observes that as the pressure increases, the volume of the air in the syringe decreases.

Explain this observation using ideas about particles.

[2]

Answer
Mark scheme for question 6(c)
(d)

Eve talks about the experiment.

Figure for question 6

How could Eve keep the temperature of the air in the syringe constant?

Tick (✓) one box.

Question 6, shown as an image

[1]

Answer
Mark scheme for question 6(d)

Question 7

Kai is a builder. He uses a conveyor system to lift bricks up to the roof of a house, as shown in the diagram.

Figure for question 7
(a)

The conveyor system is powered by an electric motor, which is connected to a petrol generator.

The petrol used by the generator is a store of chemical energy.

Describe two changes in stored energy as the bricks are lifted to the roof of the house.

[2]

Answer
Mark scheme for question 7(a)
(b)

Calculate the work done by the electric motor to lift a brick with a weight of 35 N to the roof.

Use the equation: work done = force × distance

Give the correct unit for your answer.

[3]

Answer
Mark scheme for question 7(b)
(c)

Kai considers using a conveyor system with a higher power rating.

(c)(i)

Explain what is meant by the power of the conveyor system.

[1]

Answer
Mark scheme for question 7(c)(i)
(c)(ii)

Suggest how a higher power conveyor system could help Kai lift bricks up to the roof of a house.

[1]

Answer
Mark scheme for question 7(c)(ii)

Question 8

Sarah investigates the effect of frictional forces on a sliding object. She uses a block of wood which is on a table, as shown in Fig. 8.1.

She pushes the block with her hand to start it moving. She then releases it and waits for it to come to rest.

Question 8, shown as an image
Figure for question 8

Block Table

Fig. 8.1

(a)(i)

One of the forces acting on the block is friction. This friction force acts to the left, as shown in Fig. 8.1.

Describe one other force acting on the block after Sarah has released it.

[2]

Answer
Mark scheme for question 8(a)(i)
(a)(ii)

Why does the block slow down when it is released?

[1]

Answer
Mark scheme for question 8(a)(ii)
(b)

To measure the speed of the block, Sarah uses a light gate, as shown in Fig. 8.2.

Figure for question 8

Block Light gate Timer Table

The light gate measures the time that the block takes to pass through it. In one test, the block takes 0.60 seconds to pass through the light gate.

The length of the block is 15 cm.

Calculate the average speed of the block as it passes through the light gate.

Use the equation: average speed = distance ÷ time

Average speed =........ m / s

[3]

Answer
Mark scheme for question 8(b)
(c)

Sarah wants to do an experiment to investigate how the initial speed of the block affects the distance the block travels before stopping.

Suggest how Sarah could do this experiment.

[2]

Answer
Mark scheme for question 8(c)

Question 9

The UK government plans to build more nuclear power stations in the future.

(a)

Why is nuclear fuel a non-renewable energy source?

[1]

Answer
Mark scheme for question 9(a)
(b)

Nuclear power stations use uranium as a fuel. Energy is released from the uranium nuclei by nuclear fission.

Describe the process of nuclear fission.

[2]

Answer
Mark scheme for question 9(b)
(c)

A typical nuclear power station has a useful power output of 1600 MW.

The total power input is 4000 MW.

Calculate the efficiency of a typical nuclear power station.

Question 9, shown as an image

Give your answer as a percentage.

[3]

Answer
Mark scheme for question 9(c)

Question 10

The chart shows typical thinking distances and braking distances for a car in normal driving conditions.

Figure for question 10
(a)

Estimate the total stopping distance of a car travelling at a speed of 45 mph, using the chart.

Total stopping distance = thinking distance + braking distance

[1]

Answer
Mark scheme for question 10(a)
(b)

Some residential areas are reducing their speed limits from 30 mph to 20 mph.

Explain why reducing the speed limit improves road safety.

Use data from the chart in your answer.

[2]

Answer
Mark scheme for question 10(b)
(c)

Ben looks at the chart.

Figure for question 10

Discuss Ben’s statement.

Use data from the chart in your answer.

[2]

Answer
Mark scheme for question 10(c)
(d)

Speed is a factor which affects the total stopping distance of a car in an emergency.

State one other factor, and explain why it affects the total stopping distance.

Factor........

Explanation........

[2]

Answer
Mark scheme for question 10(d)

Question 11

Some types of nut are slightly radioactive. They emit alpha radiation.

Amaya uses a radiation detector to measure the radiation given out by some nuts.

Figure for question 11
(a)

Li comments that there is a problem with Amaya’s experiment.

Figure for question 11

Suggest how to solve this problem.

[1]

Answer
Mark scheme for question 11(a)
(b)

Explain how Amaya could find out if the radiation that she detects is alpha radiation.

[2]

Answer
Mark scheme for question 11(b)
(c)

Amaya’s teacher says that there is an electric current flowing between the nuts and the radiation detector.

Figure for question 11

Explain why Amaya’s teacher is correct.

[2]

Answer
Mark scheme for question 11(c)
(d)

Suggest why people still eat nuts, even though they know that some types are slightly radioactive.

[1]

Answer
Mark scheme for question 11(d)

Question 12

Sundip wants to measure Alex’s reaction time.

Their teacher gives them a 30 cm ruler, and the table shown.

Reading on ruler (cm)Reaction time (s)
120.15
150.17
180.19
210.20
240.22
270.23
300.24
(a)

Explain how to use the ruler and the table to measure Alex’s reaction time.

You can draw a diagram to support your answer.

[3]

Answer
Mark scheme for question 12(a)
(b)

Suggest why the table does not include values below 12 cm.

[1]

Answer
Mark scheme for question 12(b)
(c)

Sundip wants to use the 30 cm ruler to measure the reaction times of her class.

Figure for question 12

Explain why Sundip is correct and suggest one solution to this problem.

[2]

Answer
Mark scheme for question 12(c)

Question 13

A large percentage of electricity in the UK is generated using wind turbines and gas-fired power stations.

The graph compares the percentage of UK energy generated by wind and gas from January to March 2017.

Each plot point shows the energy generated in one day.

Figure for question 13

Percentage of UK energy generated by gas (%)

(a)

Describe and explain the relationship shown in the graph.

[3]

Answer
Mark scheme for question 13(a)
(b)

Mia and James discuss the data.

Figure for question 13
(b)(i)

Give one reason why Mia is correct.

[1]

Answer
Mark scheme for question 13(b)(i)
(b)(ii)
Figure for question 13

Discuss James’ comment.

[2]

Answer
Mark scheme for question 13(b)(ii)

Question 14

An atomic clock is a very accurate way of measuring time.

Many atomic clocks use electromagnetic radiation emitted from caesium atoms.

(a)

Explain how an atom can emit electromagnetic radiation.

[2]

Answer
Mark scheme for question 14(a)
(b)

The frequency of electromagnetic radiation emitted from caesium atoms is 9.19 × 109 Hz. (b)

Calculate the wavelength of this radiation.

Speed of light = 3.0 × 108 m / s.

[3]

Answer
Mark scheme for question 14(b)
(c)

Satellite navigation systems rely on atomic clocks for their accuracy.

Suggest one way that society has benefited from the invention of accurate satellite navigation systems.

[1]

Answer
Mark scheme for question 14(c)

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