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Worked Solutions

Module 1: Properties and Structure of Matter — Worked Solutions (Preliminary Chemistry)

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Worked examples for Preliminary Chemistry Module 1: Properties and Structure of Matter. Each shows where the marks are awarded, the key idea, and the full solution explained by your choice of tutor — Stella, Ella or Cassie.

How to use these

Try each question first, then check your working. Use the tutor tabs to read the full solution in the style that suits you: Stella is direct and challenging, Ella is warm and explains the why, and Cassie is concise and analytical.

Example 1 — Separating a mixture

Standard 3 marks

Question

A student is given a mixture of sand, sodium chloride and iron filings. Describe a sequence of physical techniques that could be used to separate this mixture into its three pure components, and justify the property exploited at each step.

Solution

Each step exploits one physical property. Work through them in order.

Step 1 — magnetism. Iron filings are magnetic; sand and salt are not. Pass a magnet over the mixture to remove the iron filings.

Step 2 — solubility. Sodium chloride dissolves in water; sand does not. Add water and stir, then filter. The sand stays on the filter paper (residue); the salt passes through dissolved in the filtrate.

Step 3 — boiling point / volatility. Evaporate the filtrate. Water boils off and the solid sodium chloride is left behind.

Three components, three properties: magnetism, solubility, then volatility. Name the property at every step — that's where the marks are.

Where the marks go

  • 1 mark: Uses magnetism to separate the iron filings
  • 1 mark: Uses dissolving and filtration to separate sand from salt
  • 1 mark: Uses evaporation to recover solid sodium chloride and justifies the property exploited

Key idea

Physical separation exploits differences in physical properties — magnetism, solubility and boiling point — without changing the chemical identity of the substances.

Example 2 — Electron configuration

Standard 3 marks

Question

Write the full electron configuration (using the Schrödinger/subshell model) of a neutral sulfur atom ($Z = 16$), and use it to explain why sulfur is placed in Group 16 of the periodic table.

Solution

Fill the subshells in order of increasing energy until you've placed all 16 electrons.

$1s^2\,2s^2\,2p^6\,3s^2\,3p^4$ — count them: $2+2+6+2+4 = 16$. Correct.

Group placement comes from the valence shell, which is the highest principal energy level, $n = 3$ here. That shell holds $3s^2\,3p^4$, so 6 valence electrons.

Six valence electrons → Group 16. Don't count inner-shell electrons toward the group number; only the outer shell matters.

Where the marks go

  • 1 mark: Correct full electron configuration $1s^2\,2s^2\,2p^6\,3s^2\,3p^4$
  • 1 mark: Identifies the valence shell electrons as $3s^2\,3p^4$ (6 electrons)
  • 1 mark: Links 6 valence electrons to placement in Group 16

Key idea

Electrons fill subshells from lowest energy upward; the number of valence (outermost shell) electrons determines a main-group element's group number.