Skip to content

Course home

Sign up

3.2.5a Concentration of solutions

Concentration measures how much solute is packed into a solution

Definition

Solution

A mixture formed when a solute dissolves in a solvent.

Definition

Solute

The substance dissolved in a solvent to form a solution.

  1. Many reactions take place in solution, so it helps to describe how much dissolved substance a solution contains.
  2. A solute dissolves in a solvent to make the solution.
  3. The concentration tells you how much solute is present in a given volume of that solution.
Key Idea
  • More solute in the same volume makes a more concentrated solution.
  • The same solute spread through a larger volume makes a more dilute solution.

Mass concentration is measured in grams per cubic decimetre

Definition

Concentration

The mass of solute present per unit volume of solution, usually measured in g/dm3\text{g}/\text{dm}^3g/dm3 for this calculation.

  1. Concentration in g/dm3\text{g}/\text{dm}^3g/dm3 is the mass of solute divided by the volume of solution, or c=mVc = \dfrac{m}{V}c=Vm​.
  2. Here mmm is the mass of solute in grams and VVV is the volume of solution in dm3\text{dm}^3dm3.
Example

Dissolving 20 g20\ \text{g}20 g of salt in 0.5 dm30.5\ \text{dm}^30.5 dm3 of water gives a concentration of 200.5=40 g/dm3\dfrac{20}{0.5} = 40\ \text{g}/\text{dm}^30.520​=40 g/dm3.

Convert the volume from cm3cm^3cm3 to dm3dm^3dm3 before you start

  1. One cubic decimetre equals 1000 cm31000\ \text{cm}^31000 cm3, so divide a volume in cm3\text{cm}^3cm3 by 100010001000 to get dm3\text{dm}^3dm3.
  2. For example, 250 cm3250\ \text{cm}^3250 cm3 is 2501000=0.25 dm3\dfrac{250}{1000} = 0.25\ \text{dm}^31000250​=0.25 dm3.
Exam technique
  • Convert every volume to dm3\text{dm}^3dm3 first, as using cm3\text{cm}^3cm3 makes the concentration a thousand times too small.
  • Always write the unit g/dm3\text{g}/\text{dm}^3g/dm3 with a mass concentration answer.

Finding the mass of solute in a solution

  1. Rearranging the formula gives the mass of solute as m=c×Vm = c \times Vm=c×V.
  2. For 250 cm3250\ \text{cm}^3250 cm3 of a 40 g/dm340\ \text{g}/\text{dm}^340 g/dm3 solution, first write the volume as 0.25 dm30.25\ \text{dm}^30.25 dm3.
    1. The mass of solute is 40×0.25=10 g40 \times 0.25 = 10\ \text{g}40×0.25=10 g.
Self review
  • What does the concentration of a solution tell you?
  • How do you convert a volume in cm3\text{cm}^3cm3 into dm3\text{dm}^3dm3?
  • Find the concentration when 30 g30\ \text{g}30 g of solute is dissolved to make 2 dm32\ \text{dm}^32 dm3 of solution.
  • What mass of solute is in 500 cm3500\ \text{cm}^3500 cm3 of a 20 g/dm320\ \text{g}/\text{dm}^320 g/dm3 solution?
PreviousNext

How was this guide?

Teach Genie

Review 3.2.5a Concentration of solutions by teaching Genie

Teach it back in your own words, spot gaps, and remember it better.

Start teaching
Genie and Baby Genie

Lesson

Recap your knowledge with an interactive lesson

8 minute activity

Start lesson

A solution forms when a solute dissolves in a solvent. The concentration tells you how much solute is present in a given volume of solution.

More solute in the same volume makes a solution more concentrated. The same amount of solute spread through a larger volume makes a more dilute solution.

For mass concentration, use grams per cubic decimetre, written as g/dm3\text{g}/\text{dm}^3g/dm3. This unit expresses the mass of solute in each cubic decimetre of solution.

Flashcards

Remember key concepts with flashcards

22 flashcards

Practice flashcards

What forms when a solute dissolves in a solvent?

3.2.5a Concentration of solutions Revision Guide

  1. GCSE
  2. /Chemistry
  3. /3.2.5a Concentration of solutions

Revision notes for AQA GCSE Chemistry 3.2.5a Concentration of solutions: explanations and worked examples.

Revision guides