Free GCSE Chemistry practice

Chemistry Moles Quiz

How many moles are in 21 g of a compound? What mass of product can 4 g of a reactant make? Moles questions look long, but every one of them uses the same few steps, and the steps are what this quiz practises.

The quiz begins with the skills every student needs, such as relative formula mass, percentage by mass and conservation of mass, then moves on to moles, reacting masses and limiting reactants. Most of the moles work is Higher tier, so those questions are flagged and Foundation students can leave them out. Every question that needs relative atomic masses prints the ones to use, and every answer comes with a short explanation.

  • 12 questions per attempt
  • Bank of 38 questions
  • Years 10 and 11
  • About 20 minutes, timer optional
  • Free, no sign-up

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Topics

What this quiz covers

  • Relative formula mass. Adding up relative atomic masses from a formula, including brackets and small numbers, and what the result means.
  • Percentage by mass. The share of a compound's mass that comes from one element, and the calculation that gives it.
  • Conservation of mass and equations. What the numbers in an equation mean, why a solid can seem to gain or lose mass, and why a sealed flask keeps its mass.
  • Concentration in g/dm³. Mass of solute per dm³ of solution, and converting between cm³ and dm³. Flagged Higher because at least one board treats it that way.
  • Moles, mass and Mr. Turning a mass into moles and back again, converting kilograms to grams, and comparing amounts of different substances.
  • The Avogadro constant. What a mole counts, and how to find the number of atoms or molecules in an amount of substance.
  • Reacting masses. Reading the ratio in a balanced equation, then finding the mass of a product or a reactant from a given mass.
  • Limiting reactants. Which reactant runs out first, and how that decides the mass of product.
Worked examples

Two questions, solved

Example 1: Reacting masses

The balanced equation is CH4 + 2O2 → CO2 + 2H2O. What mass of H2O is made from 4 g of CH4, assuming the reaction goes to completion? Use these relative atomic masses (Ar): C = 12, H = 1, O = 16. Answers are given to 3 significant figures.

  • Option A: 8.00 g
  • Option B: 9.00 g
  • Option C: 4.50 g
  • Option D: 2.25 g

Answer: B, 9.00 g

Moles of CH4 = 4 ÷ 16 = 0.25 mol. The equation gives 1 : 2 for CH4 : H2O, so moles of H2O = 0.500 mol. Mass = moles × Mr = 0.500 × 18 = 9.00 g.

Example 2: Limiting reactants

The balanced equation is 2Ca + O2 → 2CaO. A mixture contains 8.0 g of calcium and 1.6 g of oxygen. What is the maximum mass of calcium oxide that can form? Use these relative atomic masses (Ar): O = 16, Ca = 40. Answers are given to 3 significant figures.

  • Option A: 11.2 g
  • Option B: 9.60 g
  • Option C: 5.60 g
  • Option D: 2.80 g

Answer: C, 5.60 g

Moles of Ca = 8.0 ÷ 40 = 0.2 mol. Moles of O2 = 1.6 ÷ 32 = 0.05 mol. The equation needs 2 mol of Ca for each 1 mol of O2, so 0.05 mol of oxygen would need only 0.1 mol of calcium. Calcium is in excess; oxygen is limiting. Moles of CaO = 2 × 0.05 = 0.1 mol, so the mass is 0.1 × 56 = 5.60 g.

Explained

The steps of a moles calculation

Almost every question follows the same order. Write down what you are given and what you are asked for, with units. Work out the relative formula mass (Mr) by adding the relative atomic masses of every atom in the formula. Turn the mass you know into moles with moles = mass ÷ Mr. If the question involves an equation, use the balancing numbers to move from the moles you have to the moles you want. Finally turn those moles into the quantity asked for: multiply by Mr for a mass, or by 24 dm³ for the volume of a gas when that value is given.

Writing the steps out in full feels slow, but it is the quickest way to find a slip. Each line is a small calculation, and a wrong answer is almost always one wrong line.

Units and rounding

Moles are worked out from a mass in grams, so a mass in kilograms must be multiplied by 1000 first. Concentration questions use dm³, so a volume in cm³ is divided by 1000. Do these conversions at the start, before anything else.

Every calculation in this quiz that needs relative atomic masses states the ones to use, so use those values and not a different table. Printed tables are not identical: some give chlorine as 35.5 and others round other elements to one decimal place, which changes the last digits of an answer. Each question also says how its answers are rounded, usually to 3 significant figures. Keep every digit on the calculator until the last step and round once at the end.

Finding the limiting reactant

When two reactants are mixed, work out the moles of each. Then use the equation to ask how much of one reactant the other would need. If you do not have enough of the first, it is the limiting reactant and it sets the amount of product. Use the limiting reactant, never the one in excess, for the rest of the calculation. Having equal amounts in moles does not mean both run out together: that is true only when the ratio in the equation is 1 : 1.

Watch out

Common mistakes

  • Ignoring the small numbers or the number after a bracket when adding up the relative formula mass. Count the atoms of each element before you add.
  • Dividing and multiplying the wrong way round. If a mass is smaller than the Mr, the number of moles must be less than 1, so check that your answer is the right size.
  • Forgetting to convert units: kilograms to grams, or cm³ to dm³. An answer that is a thousand times too big or too small is the sign.
  • Using the ratio in the equation on masses. The balancing numbers compare moles, not grams, so change to moles before using them.
  • Using the excess reactant to work out a mass of product. Find the reactant that runs out first and use that one.
  • Rounding in the middle of a calculation. Round once, at the end, to the number of significant figures the question asks for.
FAQ

Questions about this quiz

Is this quiz for AQA, Edexcel or OCR?

It is written to fit all three. Relative formula mass, moles, equation calculations and limiting reactants are in the GCSE Chemistry specifications of AQA, Pearson Edexcel and OCR. Percentage by mass is named by AQA and Edexcel, while OCR lists it only among its maths skills. Each calculation tells you which relative atomic masses to use, so it works whichever table you are given in the exam. Combined Science specifications were not checked for this quiz, so ask your teacher what your own course includes.

Which questions are Higher tier?

Most of them. Moles, the Avogadro constant and limiting reactants are Higher tier on all three boards. Using an equation to find masses is Higher tier on two of them and not marked Higher on the third. Relative formula mass, percentage by mass and conservation of mass are for everyone. Because it takes only one board to mark something Higher, the quiz flags a question as Higher whenever any of the three does. If you choose Foundation, you get the smaller set of questions that suit both tiers; if you choose Higher, you get everything.

Will I get the same questions every time, and is my score saved?

No. Each attempt picks a set of questions from a larger bank and shuffles the order of the answers, so you cannot learn them by position. Your answers and score stay on your own device, in your browser, so you can carry on after a reload; you can clear them at any time with the "Clear my saved progress" button. We only count anonymous, cookie-free visits and whether a quiz was finished, never your answers or who you are.

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These practice questions were written by Cloudia Tutoring. They are not official AQA, Pearson Edexcel or OCR material, and Cloudia Tutoring is not affiliated with or endorsed by any exam board or the Department for Education. Always check your own exam board's specification.

Reviewed by Claudia Edwards on 20 October 2026 Last updated .