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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 1: Motion, Forces & Energy — Cambridge Challenge 2
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Section A: Measurement and Motion

Questions 1 – 10 • Measuring techniques, speed, acceleration, motion graphs, free fall

Question 1
A student needs the thickness of a single sheet of paper, which is far too thin to measure directly with a ruler.

She measures a stack of 100 identical sheets as 1.20 cm thick. What is the thickness of one sheet, and why is this method accurate?
Question 2
A student times 25 complete oscillations of a pendulum at 44.0 s, using a digital stopwatch she starts and stops by hand.

What is the period, and what is the main reason for timing 25 oscillations rather than one?
Question 3
Which list contains ONLY vector quantities?
Question 4
A cyclist rides 600 m up a hill at a steady 6.0 m/s, then back down the same 600 m at a steady 12 m/s.

What is her average speed for the whole journey?
Question 5
A distance-time graph is drawn for a runner.

Which feature of the graph gives the runner’s speed at any moment, and what does a curve of steadily increasing steepness show?
Question 6
A tram starts from rest and speeds up uniformly to 12 m/s in 6.0 s, then holds that speed for a further 4.0 s.

How far does it travel in the whole 10 s?
Question 7
A metro train accelerates uniformly from 18 m/s to 30 m/s in 8.0 s.

What is its acceleration?
Question 8
A lorry’s journey is recorded on a speed-time graph. Between points X and Y the line slopes downwards from 24 m/s to 6 m/s; the line is straight.

What is happening between X and Y?
Question 9
A raindrop falls from a high cloud. After several seconds it reaches terminal velocity.

Which statement describes the forces on the raindrop and its motion at terminal velocity?
Question 10
A stone is dropped from rest off a high bridge and falls freely for 2.0 s. Air resistance is negligible and g = 9.8 m/s².

How far does the stone fall in this time?

Section B: Mass, Weight and Density

Questions 11 – 16 • Mass vs weight, density calculations, floating, springs

Question 11
A space probe of mass 4.0 kg is sent from Earth to Jupiter, where the gravitational field strength is 25 N/kg (Earth: 9.8 N/kg).

What are its mass and weight on Jupiter?
Question 12
A pebble has a mass of 135 g. When lowered into a measuring cylinder containing 80 cm³ of water, the level rises to 130 cm³.

What is the density of the pebble?
Question 13
Four blocks are measured. Block A: mass 500 g, volume 400 cm³. Block B: mass 270 g, volume 300 cm³. Block C: mass 1200 g, volume 1000 cm³. Block D: mass 30 g, volume 40 cm³.

Water has density 1.0 g/cm³. Which blocks float in water?
Question 14
The density of aluminium is 2.7 g/cm³.

What is this density in kg/m³?
Question 15
A sealed metal box has a mass of 240 g and a total volume of 400 cm³. The metal it is made from has a density of 8.0 g/cm³, but the box floats in water (density 1.0 g/cm³).

How can a metal box float?
Question 16
A spring is loaded and its extension recorded: 2.0 N gives 4.0 cm; 4.0 N gives 8.0 cm; 6.0 N gives 12.0 cm; 8.0 N gives 18.0 cm.

What do the results show?

Section C: Forces, Moments and Momentum

Questions 17 – 28 • Resultant force, turning effects, equilibrium, momentum and impulse

Question 17
A motorboat of mass 750 kg experiences a forward thrust of 4000 N from its propeller and a total drag of 2500 N from the water and air.

What is its acceleration?
Question 18
A resultant force of 60 N acts on a supermarket trolley and gives it an acceleration of 2.4 m/s².

What is the mass of the trolley?
Question 19
A delivery van travels along a straight, level road at a constant 20 m/s.

What is known about the forces acting on the van?
Question 20
A heavy crate is pushed across a rough floor at a constant speed by a horizontal force of 180 N.

What is the friction force on the crate, and what happens the moment the push is removed?
Question 21
A car travels round a bend at constant speed. The driver then takes the same bend on an icy day, when friction between the tyres and road is greatly reduced.

Why is the icy bend dangerous?
Question 22
A gardener lifts the loaded end of a wheelbarrow. The load of 300 N acts 0.50 m from the wheel’s axle, and the gardener lifts the handles 1.5 m from the axle.

What upward force must the gardener apply to just balance the load?
Question 23
A non-uniform metre rule is pivoted at its 40 cm mark and balances horizontally when a 2.0 N weight hangs from the 20 cm mark. The rule’s own weight acts at its 50 cm mark.

What is the weight of the rule?
Question 24
A ladder leans against a wall, at rest.

Which TWO conditions must BOTH be satisfied for the ladder to remain in equilibrium?
Question 25
An empty double-decker bus is stable, but the same bus with passengers standing on the upper deck and an empty lower deck tips over at a smaller angle of lean.

Why?
Question 26
A 0.80 kg trolley moving at 3.0 m/s collides with a stationary 1.2 kg trolley, and the two stick together.

What is their common speed immediately after the collision?
Question 27
In a tennis serve, a 0.060 kg ball leaves the racket at 50 m/s having been struck from rest. The ball and strings are in contact for 0.020 s.

What average force does the racket exert on the ball?
Question 28
A stationary cannon of mass 500 kg fires a 2.0 kg cannonball horizontally at 150 m/s.

What happens to the cannon?

Section D: Energy, Work and Power

Questions 29 – 36 • Energy stores and transfers, efficiency, power, energy resources

Question 29
A car of mass 800 kg travels at 15 m/s.

What is its kinetic energy?
Question 30
A pendulum bob is pulled aside so that it is raised 0.20 m above its lowest point, and released from rest. Air resistance is negligible and g = 9.8 m/s².

What is the bob’s speed at the lowest point?
Question 31
A sledge is dragged 40 m across level snow against a constant friction force of 250 N, at constant speed.

How much work is done against friction, and what becomes of this energy?
Question 32
A student of mass 50 kg runs up a flight of stairs of vertical height 4.0 m in 5.0 s (g = 9.8 N/kg).

What useful power does she develop against gravity?
Question 33
An electric kettle transfers 2000 J of energy, of which 500 J ends up heating the kitchen air instead of the water.

What is the kettle’s efficiency?
Question 34
Most of the Earth’s energy resources can be traced back to the Sun.

Which energy resource does NOT derive its energy from the Sun?
Question 35
A car’s speed increases from v to 2v.

What happens to its kinetic energy, and roughly what does this imply for the distance needed to brake to rest from the higher speed?
Question 36
A toboggan and rider start from rest at the top of a slope, 1200 J of gravitational potential energy above the bottom. At the bottom their kinetic energy is 900 J.

What does the missing 300 J represent?

Section E: Pressure

Questions 37 – 40 • Pressure in solids and liquids

Question 37
A packing case weighs 600 N and its base measures 0.50 m by 0.40 m.

What pressure does it exert on the floor when standing on its base?
Question 38
A tractor designed for soft ground is fitted with very wide tyres.

Why?
Question 39
A tank on a farm is filled with olive oil of density 850 kg/m³ to a depth of 2.0 m (g = 9.8 N/kg).

What is the pressure due to the oil at the bottom of the tank?
Question 40
A small hole is made in the side of a water tank near its base, and another identical hole at the same depth on the opposite side. Water jets out of both holes equally.

What does this demonstrate about pressure in a liquid?