Look around you right now. Your air is a mixture of gases. Your orange juice is a mixture of water, sugar, and fruit compounds. The soil outside is a mixture of minerals, water, and organic matter. In fact, almost everything we encounter in daily life is a mixture — a combination of two or more pure substances that are not chemically joined together and can be separated.
Have you ever wondered how doctors separate blood cells from plasma, or how chemists get pure salt from seawater, or how perfume makers collect the scent from flowers? Each method uses a clever trick based on the physical differences between substances — their boiling points, densities, particle sizes, or how they dissolve. Understanding these differences gives us powerful tools to purify and separate materials in industry, medicine, and everyday life.
In this chapter, we explore the three types of mixtures — solutions, colloids, and suspensions — learn how to calculate concentration, and discover fascinating separation techniques like distillation, chromatography, sublimation, and centrifugation. By the end, you will understand why salt water tastes salty even without visible salt crystals, and how a scientist can separate the colours in a single black ink with just paper and water!
Concentration tells us how much solute is in a given amount of solution.
A. Mass by Mass Percentage (% m/m)
B. Mass by Volume Percentage (% m/v)
C. Volume by Volume Percentage (% v/v)
Solution, Colloid, and Suspension compared by particle size
Distillation: heating separates the lower-boiling liquid, condenser cools the vapour
Sublimation separates camphor from sand – camphor becomes vapour; sand stays
Separating funnel: denser water drains first; less dense oil stays on top
Tyndall Effect: light path is not visible in a solution, but clearly visible in colloids and suspensions
Question: 18 g of coffee powder is dissolved in 162 g of hot water. Calculate the mass by mass percentage of coffee in the solution.
Question: A student dissolves 12 g of salt in enough water to make 300 mL of solution. Calculate the mass by volume percentage.
Question: A flavouring syrup (25 mL) is added to water to make 500 mL of a drink. Calculate the % v/v concentration.
Question: You have a mixture of sand, table salt, and naphthalene (mothballs). How would you separate all three?
| Method | What it separates | Key condition / tool |
|---|---|---|
| Crystallization | Solid from its solution | Cool a hot saturated solution slowly |
| Distillation | Two miscible liquids (or solid + liquid) | Boiling points differ by ≥ 25 °C; condenser cools vapour |
| Fractional distillation | Liquids with close boiling points | Fractionating column; used in petroleum refining |
| Paper chromatography | Dissolved pigments/dyes | Different rates of movement on paper with solvent |
| Separating funnel | Two immiscible liquids | Different densities; denser sinks to bottom |
| Sublimation | A substance that sublimes from one that does not | Heat gently; e.g., camphor + sand |
| Centrifugation | Heavier solid particles from liquid | High-speed spinning; e.g., blood components |
| Coagulation | Tiny suspended particles | Coagulant added (e.g., alum for muddy water) |
| Filtration | Insoluble solid from liquid | Filter paper or cloth; suspension-sized particles |
| Property | Solution | Colloid | Suspension |
|---|---|---|---|
| Particle size | < 1 nm | 1 – 1000 nm | > 1000 nm |
| Appearance | Clear, transparent | May look clear or slightly milky | Cloudy / opaque |
| Particles visible? | No | No (too small) | Yes (naked eye) |
| Settles on standing? | No | No | Yes |
| Tyndall Effect? | No | Yes | Yes |
| Filtered by paper? | No (passes through) | No (passes through) | Yes |
| Examples | Salt water, vinegar | Milk, blood, fog, butter | Muddy water, chalk in water |
Name: ___________________________ Date: ___________ Class: ________
A gardener dissolves 24 g of fertiliser in 576 g of water. Calculate the mass by mass percentage (% m/m) of the fertiliser solution.
A nurse prepares a 6% m/v antiseptic solution. She needs 250 mL of it. How many grams of antiseptic must she use?
| Mixture | Best Method |
|---|---|
| Oil and water | A. Distillation |
| Camphor and sand | B. Separating funnel |
| Ethanol and water (boiling points 78 °C and 100 °C) | C. Sublimation |
| Red blood cells and plasma | D. Paper chromatography |
| Pigments in a leaf extract | E. Centrifugation |
Problem 1: 24 g fertiliser in 576 g water. Find % m/m.
Problem 2: 6% m/v antiseptic solution, 250 mL needed. How many grams?
Use these for quick oral revision or pair quizzing.
Mind Map: Chapter 5 — Mixtures and Separation Methods
💡 Remember the Big Idea: We separate mixtures by using differences in physical properties: boiling point (distillation), density (funnel), sublimation point, solubility (crystallization), particle size (filtration/centrifugation), or how fast substances move on paper (chromatography).