CHEMISTRY · Stage 8 · Chapter 8: Pure Substances and Solutions
Chemistry 8.4 Solutions and concentration — Dilute, Concentrated and Particle Ratios
5 min read 6 parts Lesson 4 of 10
Lesson summary
8.4 Solutions and concentration — Dilute, Concentrated and Particle Ratios — Alhussan International Academy — Chemistry (Stages 7–9) notes: Define concentration, dilute and concentrated, explain them with the particle model and calculate concentration in g/dm3.Solution = a mixtur…
- Concentrated solution
- Dilute solution
- Ethanoic acid
- Amount, not strength
- Same volume
- Same number of particles
Part 1 of 6Solutions, solute and solvent
- Solution a mixture that forms when a solute dissolves in a liquid.
- Solvent the liquid in which the solute dissolves.
- Solute the substance that dissolves.
Part 2 of 6Dilute and concentrated
- Concentrated solution — it has a large amount of solute dissolved in a given volume and is mixed with little water.
- Dilute solution — it has a small amount of solute in a given volume and is mixed with a large amount of water.
- Ethanoic acid — in vinegar it is dilute and safe to eat in pickles, but concentrated ethanoic acid in a lorry is corrosive and can burn eyes and skin.
- Concentrated acids are more corrosive than dilute ones.
- Squash — it is made as a concentrated solution that you dilute by adding water.
- Amount, not strength — concentrated and dilute describe the amount of solute, whereas a strong acid is one that ionises completely.
Part 3 of 6Concentration and the particle model
- Concentration = a measure of the number of solute particles in a volume of solution.
- A concentrated solution has more solute particles in the same volume, so the ratio of solute to solvent particles is higher.
- Same volume — in two cups of tea with the same volume, the cup with more tea particles has the higher concentration.
- Same number of particles — in two beakers with the same number of tea particles, the one with the smaller volume has the higher concentration.
- Strength of particle diagrams — they show that a concentrated solution has more solute particles in a certain volume.
- Limitation of particle diagrams — they are not to scale, since a real cup contains millions and millions of water and solute particles.
Part 4 of 6Calculating concentration
- Units — volume is measured in cubic decimetres, where 1 dm3 = 1000 cm3 = 1 litre.
- Formula — concentration (g/dm3) = mass of solute (g) ÷ volume of solution (dm3).
- Rearranged, mass = concentration × volume.
- Converting — divide cm3 by 1000 to get dm3 before calculating.
- Volume used — use the volume of the whole solution, not the volume of the solvent.
Part 5 of 6Dilution
- Adding water — the amount of solute stays the same but the volume increases, so the concentration falls.
- Doubling the volume — the concentration halves.
| Solution | Mass of solute (g) | Volume (dm3) | Concentration (g/dm3) |
|---|---|---|---|
| A | 10 | 0.5 | 20 |
| B | 10 | 1.0 | 10 |
Part 6 of 6Acid spill and making a solution
1Acid spill2 points
— firefighters wear special clothes to protect their skin and eyes and add water to a leak of concentrated sulfuric acid, H2SO4.
- The water dilutes the acid and makes the area safe.
- Sulfuric acid contains hydrogen, sulfur and oxygen atoms.
2Making a known concentration1 point
— weigh the solute, dissolve it in less than the final volume of water, stir, and transfer to a volumetric flask.
- Rinse the beaker into the flask and make up to the mark with water.
3Equipment
— a measuring cylinder gives rough volumes, and a volumetric flask or pipette gives accurate ones.
4Colour
— a more concentrated coloured solution is darker.
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