Question
Water can exist as ice, liquid water and steam. Fig. 6.1 represents the arrangement of the molecules in the three forms of water.
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(a) Each diagram in Fig. 6.2 shows a change of state.
Add the correct label for each change. The first has been done for you.
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(b) Some gas is heated at constant pressure.
Describe what happens to the molecules of gas as the temperature increases.
(c) Fig. 6.3 shows a metal bar.
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When the metal bar is heated, the bar expands.
Identify the dimensions that increase in size when the bar is heated.
Tick (√) all boxes that apply.
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(d) State one use and one disadvantage of the expansion of materials when they are heated.
use …………………………………………………………………………………………………………………………..
disadvantage …………………………………………………………………………………………………………….
Answer/Explanation
Answer:
(a) evaporation / boiling
solidification/ freezing
melting
(b) faster movement / gain kinetic energy
larger separation of molecules owtte
(c) all boxes ticked
(d) bimetal strips
train rails buckling
Question
A small cylinder of compressed helium gas is used to inflate balloons for a celebration.
(a) (i) In the box below, sketch a diagram to represent the arrangement of helium molecules in
a balloon.
(ii) State and explain how the size of the attractive forces acting between the molecules of a
gas compares with the size of the attractive forces between the molecules of a solid.
(b) The helium in the cylinder has a volume of \(6.0 × 10^{–3} m^3\) (0.0060 \(m^3\)) and is at a pressure of
\(2.75 × 10^6\) Pa.
(i) The pressure of helium in each balloon is \(1.1 × 10^5\) Pa. The volume of helium in an inflated
balloon is \(3.0 × 10^{–3}\) (0.0030 \(m^3\)). The temperature of the helium does not change.
Calculate the number of balloons that were inflated.
number of balloons =
(ii) Later, the temperature increases and some of the balloons burst.
Suggest and explain why this happens.
Answer/Explanation
Answer:
(a) (i) diagram showing:
molecules widely spaced
molecules randomly positioned
(ii) (attractive) forces (much) smaller between gas molecules
gas molecules (much) farther apart
(b) (i) pV = constant OR \(p_1V_1 = p_2V_2\) OR \((V_2 =) p_1V_1/ p_2\)
OR \((V_2 =) 2.75 × 10^6 × 6 × 10^{–3}/ 1.1 × 10^5\)
= 0.15 \(m^3\)
(no. of balloons = \((0.15 – 6 × 10^{–3})/ 3 × 10^{–3} =) 48\)
(ii) pressure of air in balloon increases
molecules move faster OR hit balloon surface harder/ more often
OR larger force rips / breaks rubber OR balloon expands
