Moles questions put off a lot of GCSE chemistry students, yet the calculations follow the same few moves every time. Once you have a routine, a question that looks frightening becomes three short lines of working. This guide gives you a four-step method, a fully worked example and a practice plan you can start tonight.
What the exam board expects
On the AQA GCSE Chemistry specification, chemical amounts are measured in moles, written "mol". The mass of one mole in grams is numerically equal to the substance's relative formula mass (Mr). Students use Mr to convert between mass and moles, and they use balanced symbol equations to find the masses of reactants and products.
Check which of this your tier needs. AQA marks the moles content, calculating masses from equations, balancing using moles and limiting reactants as higher tier only. Foundation students still need Mr itself, which is not marked higher tier. Other exam boards organise the topic differently, so check your own specification before you decide what to revise.
The core relationship
One relationship does most of the work. A GCSE moles revision guide from MathsGenie gives it in two forms:
- Moles = mass in grams ÷ Mr
- Mass in grams = moles × Mr
It also advises keeping mass in grams and writing amounts in mol, because the numbers will not match the formula mass otherwise. If a question gives kilograms, convert to grams first. That one habit saves marks.
A four-step method for any moles question
- Write the formula and work out Mr. Add up the relative atomic masses of every atom in the formula, using the values on your periodic table. Write the sum out so a marker can see it.
- Convert units. Change kilograms to grams, and tonnes to grams if needed, before you do anything else.
- Choose the direction. If you know the mass and need moles, divide by Mr. If you know the moles and need a mass, multiply by Mr. Say it in words first: "mass divided by Mr gives moles".
- Check the answer. Ask whether the size makes sense. A tiny mass should not give a huge number of moles, and the unit must be written (mol or g).
Worked example: masses from an equation
Question: magnesium reacts with hydrochloric acid, Mg + 2HCl → MgCl₂ + H₂. What mass of magnesium chloride forms from 6 g of magnesium? (Ar of Mg = 24, Cl = 35.5.)
- Moles of magnesium = 6 ÷ 24 = 0.25 mol.
- Read the equation in moles. One mole of Mg gives one mole of MgCl₂, so 0.25 mol of Mg gives 0.25 mol of MgCl₂.
- Mr of MgCl₂ = 24 + (2 × 35.5) = 95.
- Mass of MgCl₂ = 0.25 × 95 = 23.75 g.
Check: the mass of the product is larger than the mass of the magnesium, which makes sense because chlorine has joined it. The answer has a unit, g. Notice how the equation step is just a ratio. If the equation had shown 2 mol of product for every 1 mol of magnesium, you would simply double the moles before step 3.
Mistakes that lose marks
- Using the mass of the formula with the wrong subscripts, such as treating MgCl₂ as MgCl.
- Forgetting to convert kilograms to grams.
- Dividing when you should multiply. Say the relationship in words before you calculate.
- Ignoring the balancing numbers in the equation, so the ratio is wrong.
- Writing no unit on the final answer.
When you get a question wrong, do not just copy the mark scheme. Work out which of these mistakes you made and write it down, a habit that also works well for learning from practice-test mistakes.
A 20-minute practice plan for tonight
- Spend 5 minutes writing the two relationships and the four steps from memory on a blank page, then check them against your notes.
- Spend 10 minutes on three questions: one where you find moles from mass, one where you find mass from moles, and one using a balanced equation. Cover the mark scheme until you have finished.
- Spend 5 minutes marking, and label each mistake with one of the types above.
Repeat the same plan two days later, then again a week later, using fresh questions each time. Spacing your practice like this helps the method stick, because you have to recall it rather than just recognise it.
Keep it simple
You do not need to memorise dozens of special cases. Learn Mr, learn the one relationship, read the equation as a ratio of moles, and check your units. Do that on every question until it feels automatic, and the topic stops being a source of lost marks.
