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⚡ Cambridge Challenge Level

These questions match real Cambridge IGCSE difficulty. Scoring 50%+ is a solid B, 60%+ is an A, 70%+ is A*. Don't worry if this feels harder — that's the point!

Paper 2 — Multiple Choice

Cambridge IGCSE Physics 0625 • Extended • 40 Questions • 45 Minutes • 40 Marks
Topic 2: Thermal Physics — Cambridge Challenge 2
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Section A: Kinetic Particle Model and Gases

Questions 1 – 10 • States of matter, Brownian motion, gas pressure, Boyle’s law, evaporation

Question 1
Which row correctly describes the particles in a solid and in a gas?
Question 2
A sealed rigid container of gas is heated. The gas pressure rises.

Which explanation, in terms of particles, is correct?
Question 3
In a Brownian motion experiment, tiny smoke particles suspended in air are seen through a microscope to jerk about randomly.

What does this observation reveal about the air molecules, which cannot themselves be seen?
Question 4
A fixed mass of gas has a volume of 250 cm³ at a pressure of 100 kPa. It is compressed slowly, at constant temperature, to a volume of 100 cm³.

What is the new pressure?
Question 5
An air bubble of volume 2.5 cm³ forms at the bottom of a lake where the total pressure is 300 kPa. It rises to just below the surface, where the pressure is 100 kPa. The temperature is the same throughout.

What is the bubble’s volume just below the surface?
Question 6
A puddle of water evaporates on a mild day, well below water’s boiling point. The remaining water becomes slightly cooler.

Why does evaporation cool the water that is left behind?
Question 7
Wet laundry is hung out to dry.

Which change would NOT increase the rate of evaporation of the water?
Question 8
A sealed rigid gas cylinder is moved from a cold store at 280 K to a boiler room at 420 K.

What happens to the pressure of the gas inside?
Question 9
A sealed rigid container of gas is placed in a freezer and cools from room temperature.

Which particle-level statement explains what happens to the gas pressure?
Question 10
A student compresses a fixed mass of trapped gas at constant temperature and records pressure p against volume V.

Which graph would give a STRAIGHT line, and why?

Section B: Thermal Expansion

Questions 11 – 14 • Expansion of solids, liquids and gases, and its applications

Question 11
Overhead electricity cables are strung between pylons with a noticeable sag, especially when installed in winter.

Why is the sag necessary?
Question 12
Equal volumes of a solid, a liquid and a gas are warmed through the same temperature rise, each free to expand.

Which ranking of the size of their expansions is correct?
Question 13
An engineer needs to fit a steel collar very tightly onto a shaft. The collar’s hole is fractionally too small at room temperature.

How does heating help, and why does the joint grip when finished?
Question 14
A metal rod is heated and becomes longer.

Which statement describes what happens to the particles of the metal?

Section C: Specific Heat Capacity and Latent Heat

Questions 15 – 22 • E = mcΔT, latent heat, experiments

Question 15
The specific heat capacity of a substance is 900 J/(kg °C).

What does this value mean?
Question 16
A pan holds 0.50 kg of water at 20 °C. The specific heat capacity of water is 4200 J/(kg °C).

How much energy is needed to heat the water to 70 °C?
Question 17
A 2.0 kg metal block absorbs 9600 J of energy and its temperature rises by 12 °C.

What is the specific heat capacity of the metal?
Question 18
An immersion heater rated 1200 W heats 1.5 kg of water (c = 4200 J/(kg °C)) through 40 °C. No energy is lost.

How long does the heating take?
Question 19
Equal masses of copper (c = 390 J/(kg °C)) and water (c = 4200 J/(kg °C)) each absorb 4200 J of energy.

Which statement is correct?
Question 20
A student measures the specific heat capacity of a metal block with an electric heater and thermometer, but a significant amount of the heater’s energy escapes to the surrounding air during the experiment.

How does this affect her calculated value?
Question 21
A beaker of water is heated steadily. While the water boils, its temperature remains at 100 °C even though energy is still being supplied.

What is the supplied energy doing?
Question 22
The specific latent heat of fusion of ice is 330 000 J/kg.

How much energy is needed to melt 0.20 kg of ice that is already at 0 °C?

Section D: Heating and Cooling Curves

Questions 23 – 26 • Interpreting temperature-time graphs

Question 23
A hot liquid is left to cool, and its temperature is plotted against time. The curve falls, stays constant at 55 °C for several minutes, then falls again.

What is happening during the flat section?
Question 24
A substance melts at −7 °C and boils at 58 °C.

What is its state at normal room temperature, 20 °C?
Question 25
Equal masses of two liquids, P and Q, are heated by identical heaters. In five minutes, P’s temperature rises by 30 °C and Q’s by 10 °C.

What can be concluded?
Question 26
A pure solid substance is heated steadily from cold and its temperature is plotted against time: the graph rises, flattens while the solid melts, then rises again with a DIFFERENT gradient from before.

Assuming the heater’s power is constant, why do the two rising sections have different gradients?

Section E: Thermal Energy Transfer

Questions 27 – 40 • Conduction, convection, radiation and their applications

Question 27
A copper bar conducts thermal energy far better than a glass bar of the same size.

Which statement explains the difference?
Question 28
On a sunny day at the coast, a steady breeze blows from the sea towards the land during the afternoon.

What causes this sea breeze?
Question 29
A car left in the sun heats up quickly if it is black, and much less if it is white or silver.

Which statement about surfaces and radiation explains this?
Question 30
A double-glazed window has two panes of glass separated by a narrow sealed gap containing air or another gas.

How does the gap reduce thermal energy transfer, and why is it made narrow?
Question 31
At the end of a marathon, runners are wrapped in thin blankets with a shiny metallic surface.

How does the blanket help keep a runner warm?
Question 32
A tiled floor feels much colder to bare feet than a carpeted floor in the same room, although both are at the same temperature.

Why?
Question 33
Convection is an important method of thermal energy transfer in liquids and gases, but it cannot happen in solids.

Why not?
Question 34
In an old-style refrigerator, the frozen-food compartment is placed at the TOP of the cabinet.

Why is this an effective position for cooling the whole cabinet?
Question 35
Two identical objects, one at 40 °C and one at 80 °C, are placed in the same cool room.

Which statement about the thermal radiation they emit is correct?
Question 36
A student investigates emission of radiation using a metal cube filled with boiling water. Each vertical face has a different finish: dull black, shiny black, dull white and shiny silver. A radiation detector is held the same distance from each face in turn.

Which face gives the highest detector reading, and which the lowest?
Question 37
Gases are much poorer conductors of thermal energy than solids.

Which statement explains why?
Question 38
A firefighter’s protective suit has a bright metallised outer surface and thick insulating padding underneath.

Which row correctly matches each feature to the transfer of thermal energy it reduces?
Question 39
A wood-burning stove heats a room even though the stove stands in one corner.

Which combination of processes carries thermal energy from the stove to a person sitting on the far side of the room?
Question 40
A hot drink is poured into a vacuum-insulated travel mug: an inner and outer wall of steel with a vacuum between them, a silvered coating on the walls facing the vacuum, and a plastic lid.

Which statement correctly explains the role of the VACUUM?