3.7 - Dilute and concentrated solutions

3.7 - Dilute and concentrated solutions

This Higher-tier lesson compares solutions using the amount of solute per volume, and explains how dilution changes concentration without removing solute.

Comparing amount per volume

A solute is the substance dissolved; the solvent is the liquid in which it dissolves. A solution contains both.

A dilute solution contains a relatively small amount of dissolved substance per unit volume of solution. A concentrated solution contains a relatively large amount per unit volume. These are relative terms: a dilute solution still contains solute.

Equal volumes with fewer dissolved particles in the dilute solution and more in the concentrated solution.

The figure omits solvent particles. In real solutions the particles move and are not arranged in rows. The equal-volume comparison is what makes the greater particle count evidence for greater concentration.

Worked comparison: A contains 2 g of a solute in 20 cm³ of solution; B contains 4 g of the same solute in 100 cm³. In 20 cm³, B has 4 ÷ 5 = 0.8 g. A therefore has more solute per equal volume, even though B's whole container holds more solute.

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