Edexcel IGCSE Physics 5 Solids, liquids & gases Question Bank
Practise calculations and explanations about density, pressure, changes of state and gas particles using tables, diagrams and units.
- Syllabus
- First assessment 2019
- Course
- Physics 4PH1
Practise calculations and explanations about density, pressure, changes of state and gas particles using tables, diagrams and units.
This question is about liquid nitrogen.
The diagram shows the arrangement of particles in solid nitrogen.
Draw the arrangement of particles in liquid nitrogen.

solid

liquid
- particles with larger spaces between them
Marking guidance:
- Maximum spacing should be similar to the spacing in the solid diagram.
Describe the motion of the particles in liquid nitrogen.
particles slide / move / flow past each other
Ignore:
- more freely
A teacher uses this method to find the density of liquid nitrogen.
- measure the mass of a container
- pour liquid nitrogen into the container
- measure the total mass of the container and the liquid nitrogen
- read the volume of the liquid nitrogen from the scale on the side of the container
State the formula linking density, mass and volume.
density = mass / volume
Accept:
- any accepted symbols for density, mass or volume
- d or rho for density
Calculate the density of the liquid nitrogen.
Give a suitable unit.
Marking points:
- substitution
- evaluation
- matching unit
Example:
ρ=Vmρ=8874ρ=0.84 gcm−3
Accept:
- 0.8409090… gcm−3
- ECF from incorrect mass
Over time, the liquid nitrogen warms up and changes state from a liquid into a gas.
Describe the changes to the arrangement and motion of particles when the liquid nitrogen changes state.
Any three from:
- particles are far apart / much further apart
- particles move with much higher speed / have higher kinetic energy
- particles move more randomly
Accept:
- KE for kinetic energy
Photograph 1 shows an outdoor swimming pool.

Photograph 1
The water in the swimming pool is heated by the Sun during the day.
State what happens to the average speed of the water molecules as the water is heated.
(average speed) increases;
condone "light rays"
e.g. "faster"
This question is about gas pressure.
Diagram 1 shows some of the molecules of a gas in a sealed container.

Diagram 1
The molecules collide with all the surfaces of the container. This exerts an outward force on the container and causes pressure.
Describe how the motion of the gas molecules causes an equal pressure on all the walls of the container.
You may add to diagram 1 to help your answer.
idea that (large number of) molecules moving randomly;
idea of equal rate of collisions in each direction;
allow atoms or particles for 'molecules'
can be acquired from diagram by showing arrows of different lengths (by eye) or different directions (by eye)
condone idea of equal number in each direction
The width of the container is slowly decreased so that the volume of the container is smaller than before.
Diagram 2 shows the width of the container before and after this change. All other dimensions of the container remain the same.
The initial volume of the gas is 130 cm^3.
The initial pressure of the gas is 100 kPa.
Calculate the pressure of the gas after the width of the container is decreased.
Assume the temperature of the gas remains constant.
pressure = ............ kPa
Marking points:
- evaluation of new volume
- substitution into p1V1=p2V2
- rearrangement
- evaluation of new pressure
Example:
V2=130×8.45.0=77 cm3100×130=p2×77p2=77100×130p2=170 kPa
Accept:
- V2=77.38… cm3
- any value that rounds to 170 kPa
- ECF different yet incorrect volume
Marking guidance:
- Deduct 1 mark for a power-of-ten error.
Hailstones are small pieces of ice that sometimes fall to the ground during storms.
Describe how to determine the density of a hailstone.
Assume that hailstones are spherical.
Any four from:
- measure mass
- use a mass balance
- measure diameter
- use ruler / callipers / micrometer
- further experimental detail, e.g. use set square against ruler, use callipers in different orientations, fully submerged, avoid splashing
- repeat readings and take average
- use formula to find volume of a sphere, e.g.
V=34πr3
- use
density=volumemass
Accept:
- scales for balance
- displacement method and measuring cylinder for measuring volume
Condone:
- letting the ice melt
Reject:
- scale for balance
The mean volume of a hailstone is 1.1 cm^3.
The mean mass of a hailstone is 0.94 g.
Calculate the mean density of a hailstone.
Give the unit.
density = ............ unit ............
- substitution into density = mass / volume
- evaluation
- unit: g/cm^3
Example:
- density = 0.94 / 1.1
- density = 0.8545...
- density = 0.85 g/cm^3
Accept:
- 0.854 or 0.855
- unit matching calculation if mass converted into kg
- standard symbols, e.g. D = M / V or rho for density
Marking guidance:
- Unit is independently marked.
- Deduct 1 mark for power-of-ten error.