Good Science Victorian Curriculum Year 7
Digital sample of Matilda's newest publication, Good Science Victorian Curriculum Year, authored by Emma Craven and Aaron Elias. For more information visit www.matildaeducation.com.au or email Katrina Tucker, katrinatucker@matildaed.com.au
Digital sample of Matilda's newest publication, Good Science Victorian Curriculum Year, authored by Emma Craven and Aaron Elias. For more information visit www.matildaeducation.com.au or email Katrina Tucker, katrinatucker@matildaed.com.au
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CHAPTER 4: STATES OF MATTER<br />
FINAL CHALLENGE<br />
1 Define matter in your own words.<br />
2 Copy and complete this sentence: The heat energy that particles possess, the<br />
faster they move. If you remove heat energy from the particles, they will .<br />
3 Liquids can become gases in two ways. What are they?<br />
Level 1<br />
50xp<br />
4 Match these terms to their definitions.<br />
freeze<br />
melt<br />
evaporate<br />
condense<br />
melting point<br />
5 Label each of these<br />
diagrams as ‘solid’,<br />
‘liquid’ or ‘gas’.<br />
To heat a solid until it becomes liquid<br />
To heat a liquid until it becomes a gas<br />
To cool a liquid until it becomes a solid<br />
How hot something has to get before it melts<br />
To cool a gas until it becomes a liquid<br />
Level 2<br />
100xp<br />
6 Explain the difference between the particles in a liquid and the particles in a gas.<br />
7 Are particles in a solid always moving? Justify your answer.<br />
8 Describe the effect of adding heat to a:<br />
a solid b liquid c gas.<br />
Level 3<br />
150xp<br />
9 Draw a diagram that shows the behaviour of particles that are heating, and another that<br />
shows the behaviour of particles that are cooling.<br />
Level 4<br />
10 Explain how and why condensation happens.<br />
11 Explain what the particle model is and suggest why it is referred to as a model.<br />
200xp<br />
12 You can calculate density by dividing an object’s mass by its volume. Explain why mass<br />
and volume are used to calculate density.<br />
13 Using an explanation involving the particle model, suggest why the bridge in Figure 4.9<br />
is designed with this metal feature.<br />
Level 5<br />
300xp<br />
65