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A-Level Chemistry October/November 2024 Q2(a): Predict and explain the variation in enthalpy change of hydration for the ions F¯, Cl-,…
A-Level Chemistry · Paper 9701/41 · October/November 2024 · Question 2(a) · [2 marks]
Predict and explain the variation in enthalpy change of hydration for the ions F¯, Cl-, Br¯ and I-.
A full-marks model answer with a mark-by-mark examiner breakdown is below.
1 answer
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The enthalpy change of hydration becomes less exothermic (less negative) down the group from F⁻ to I⁻.
Explanation:
- Going down the group from F⁻ to I⁻, the number of electron shells increases, so the ionic radius increases.
- Although all ions have the same -1 charge, the larger ionic radius means the charge is spread over a larger volume, leading to a lower charge density.
- This results in a weaker electrostatic attraction between the negative ion and the δ+ hydrogen atoms of polar water molecules. Therefore, the ion-dipole forces of attraction are weaker.
- As hydration is an exothermic process, weaker forces being formed means less energy is released. Consequently, the enthalpy change of hydration becomes less exothermic.
How the marks are awarded
- B1 — Stating that the enthalpy change of hydration becomes less exothermic/less negative AND that this is due to the increase in ionic radius down the group.
- B1 — Explaining that the larger radius leads to a decreased attraction to water molecules, specifically described as weaker ion-dipole forces.
Common mistakes
- Stating the trend is 'decreasing' which is ambiguous; you must specify 'less exothermic' or 'less negative'.
- Forgetting to mention the increase in ionic radius as the primary reason for the trend.
- Incorrectly stating that the charge on the ion changes down the group.
- Failing to link the larger size to the weaker forces of attraction with water molecules, thus missing the second mark.
Examiner tip: For questions on periodic trends, always link the change in a fundamental property like atomic/ionic radius or nuclear charge to the resulting change in electrostatic forces of attraction.
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