AS & A Level Physics - 9702 Paper 1 2024 Summer Zone 2

What is a scalar quantity?

The value of quantity $X$ has a percentage uncertainty of 2%.
The value of quantity $Y$ has a percentage uncertainty of 4%.
The value of a quantity $W$ is calculated from the values of $X$ and $Y$.
The value of $W$ has a percentage uncertainty of 8%.
What could be the relationship between $W$, $X$ and $Y$?

A football is kicked so that it moves vertically upwards through the air.

What is the variation in the air resistance and the resultant force acting on the ball as it moves vertically upwards?

Which statement is not correct?

The diagram shows a laboratory experiment in which a feather falls from rest in a long evacuated vertical tube of length $L$.

The feather takes time $T$ to fall from the top to the bottom of the tube.

How far does the feather fall from the top of the tube in time $0.50T$? 

A car travels along a straight horizontal road. The graph shows the variation of the velocity $v$ of the car with time $t$ for 6.0 s of its journey.

The brakes of the car are applied from $t = 1.0$ s to $t = 4.0$ s. How far does the car travel while the brakes are applied? 

Two satellites in deep space collide inelastically.

What happens to the total kinetic energy and total momentum?

What is a reasonable estimate of the momentum of a family car travelling at 25 kilometres per hour?

A ball collides with a wall. Before the collision, the ball moves with velocity $8 \: \text{m s}^{-1}$ to the right. After the collision, it moves with velocity $3 \: \text{m s}^{-1}$ to the left.

What is the change in velocity of the ball during the collision?

A lead pellet is shot vertically upwards into a clay block that is stationary at the moment of impact, but is able to rise freely after impact.

The mass of the pellet is 5.0 g and the mass of the clay block is 95 g.

The pellet hits the block with an initial vertical velocity of $200\, \text{ms}^{-1}$. It embeds itself in the block and does not emerge.

How high above its initial position will the block rise? 

The diagram shows a uniform rod, XY, that is freely hinged to a vertical wall at end Y. The rod is at an angle of 60° to the wall.

A force $F$ acts at an angle of 30° to the rod at end X. The rod has a weight of 3.0 N and is in equilibrium.

What is the magnitude of force $F$? 

Water has a density of $1.0 \, \text{g} \, \text{cm}^{-3}$.

Glycerine has a density of $1.3 \, \text{g} \, \text{cm}^{-3}$.

A student measures out a volume of $40 \, \text{cm}^3$ of glycerine into a container.

The student adds water to the container to make a mixture of water and glycerine. Assume that the total volume of water and glycerine does not change when the two liquids are mixed.Which volume of water needs to be added to make a mixture of density $1.1 \, \text{g} \, \text{cm}^{-3}$?

A box of weight $W$ is pulled by a force $P$ along a slope.

The length of the slope is $d$, and the box rises a height $h$.

The frictional force between the box and the slope is $F$.

The diagram shows the directions of the forces.

The purpose of the slope is to raise the box vertically.

Which expression gives the efficiency of the slope? 

The kinetic energy of a particle is increased by a factor of 4.

By what factor does its speed increase?

A mass of 28 g is raised vertically upwards through a distance of 4.6 m.

What is the change in gravitational potential energy of the mass?

A sample of metal is subjected to a force which increases to a maximum value and then decreases back to zero. A force–extension graph for the sample is shown.

When the sample contracts, it follows the same force–extension curve as when it was being stretched.

What is the behaviour of the metal between X and Y?

Two wires, P and Q, made of the same material, are stretched with an increasing force.

A graph is plotted of the variation with force of the extension of each wire.

The wires have the same original length but different diameters.

What is the ratio $$\frac{\text{diameter of wire Q}}{\text{diameter of wire P}}   ?$$

An extension–force graph for a spring is shown.

What is the spring constant of the spring? 

A man stands stationary in front of a swing. A child sits and swings.

The child blows a whistle that emits a sound at a constant frequency.

The man observes the frequency of the sound when the swing is at positions X, Y, and Z.

When will the man hear the highest frequency? 

A loudspeaker is playing music in a room. The door to the room is open and has a width of 0.80 m.

Sound waves of many different frequencies pass through the doorway and diffract. The speed of sound in air is 340 m s^-1.

Which frequency of sound wave diffracts the most as it passes through the doorway?

A stationary sound wave is set up between a loudspeaker and a wall.

A microphone is connected to a cathode-ray oscilloscope (CRO) and is moved along a line directly between the loudspeaker and the wall. The amplitude of the trace on the CRO rises to a maximum at a position X, falls to a minimum and then rises once again to a maximum at a position Y.

The distance between X and Y is 33 cm. The speed of sound in air is $330 \text{ m s}^{-1}$.

Which diagram could represent the CRO trace of the sound received at X?

Polarisation is associated with certain waves.

Which waves $\textbf{cannot}$ be polarised?

A guitar string is plucked. Which statement describes the resulting waves?

A diffraction grating with $N$ lines per metre is used to diffract light of various wavelengths $\lambda$.

The graph shows the relation between the diffraction angle $\theta$ and $\lambda$ for different wavelengths in the $n^{th}$ order interference pattern.

What is the gradient of the graph?

A stationary sound wave is formed in the air column inside a tube that is open at both ends.

The stationary wave has three nodes.

How many antinodes does it have?

Interference fringes of separation x are observed on a screen at a distance of 1.00 m from a double slit that is illuminated by yellow light of wavelength 600 nm.

At which distance from the double slit would interference fringes of the same separation x be observed when using blue light of wavelength 400 nm?

What is the definition of potential difference across a component?

The diagram shows a cell of negligible internal resistance connected to a switch and two resistors of resistances $R$ and $2R$.

The circuit also contains two ammeters X and Y. The reading on X is 4.0 A when the switch is open. What are the readings on X and Y after the switch is closed?

The $I-V$ characteristics for four components, A, B, C and D, are shown.
Which component has the greatest resistance when the potential difference across it is $V_1$?

A cylindrical wire has cross-sectional area $A$ and number density of free electrons $n$. The wire has current $I$ and the free electrons have average drift speed $v$.
A second cylindrical wire has cross-sectional area $0.5A$ and number density of free electrons $2n$. In this wire, the free electrons have average drift speed $2v$.
What is the current in the second wire?

An electric current is formed by moving charge carriers.
What is not a possible charge on a charge carrier?

Which description of Kirchhoff’s first law is correct?

Two resistors of resistances $r$ and $R$ are connected in parallel.
The value of $r$ is less than that of $R$.

Which statement about the combined resistance of the two resistors is correct?

The diagram shows four identical resistors connected in a circuit.
Which resistor dissipates the most power?

Nuclide X with proton number Z undergoes $\beta^+$ decay to form nuclide Y.
The decay may be represented by the equation shown.
$$X \rightarrow Y + \beta^+ + W$$
What is the proton number of Y and which particle is represented by the symbol W?

[Table_1]

Which fundamental particles form a hadron?

The unstable nuclide $^{218}_{84}$X decays through a sequence of emissions of $\alpha$ and $\beta^-$ particles to form the stable nuclide $^{210}_{83}$Y.
How many $\alpha$ and $\beta^-$ particles are emitted during this decay process?
[Table_1]

Which statement about radioactive decay is correct?