STUDENT SPACE · TOPIC 1

Solutions and purity

Distinguish solutions from suspensions and use melting data to assess purity.

The essentials

  • A solute dissolves in a solvent to form a solution.
  • A pure substance contains one substance; a mixture contains more than one.
  • At a stated pressure, a pure substance has a characteristic melting or boiling point. Impurities usually lower and broaden the melting range.

Key vocabulary

EnglishChinese
solute溶质
solvent溶剂
solution溶液
impurity杂质

Quick practice

Try each question before opening its hint or answer. Use paper for calculations and diagrams.

Question 1

A solid melts gradually from 61 °C to 66 °C. What does this suggest about its purity?

Need a hint for Question 1?

Compare a sharp melting point with a melting range.

Check Question 1

The melting range suggests the solid is impure. A pure solid normally melts sharply at its characteristic melting point.

Question 2

Name the solute and solvent in aqueous copper(II) sulfate. Explain why the solution is a mixture.

Need a hint for Question 2?

Identify what dissolves and what does the dissolving.

Check Question 2

Solute: copper(II) sulfate. Solvent: water. The two substances are mixed without being chemically combined.

Question 3

The reference melting point is 120 °C. Sample P melts sharply at 120 °C and Q melts at 112–116 °C. Which is more likely to be pure? Give two reasons.

Need a hint for Question 3?

Compare both the sharpness and temperature of melting.

Check Question 3

P. It melts sharply and matches the reference. Q melts over a lower temperature range.

Use Lesson 1 in your worksheet for written practice. Your teacher will discuss those answers in class.

PREDICT · TRY · EXPLAIN · 3–5 MINUTES

Choose a separation method

Choose a method before revealing the outcome. Explain which physical property makes it work.

Your task: collect dry sand.

Mixture
sand + water
→
Predict the collected substance

Explain: does your method depend on solubility, volatility or different boiling points? Schematic decision model; no real apparatus is operated.

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