Question 1

How do I know if I've actually learned a topic in Maths?

Accepted Answer

This is one of the trickiest parts of maths revision, because reading a method and watching a worked example aren't the same thing as being able to do it yourself under exam pressure. Our quizzes are the quickest way to check whether what you've read has actually translated into something you can do.

Pick a topic, work through the questions, and your score tells you straight away what's stuck and what hasn't. As a rough rule, if you're getting 80%+ comfortably without hesitating on the method, the topic is in good shape.

If you're hesitating or getting questions wrong, head back to the notes for that method and try a different set of questions a day or two later. The act of getting it wrong, going back to the notes, and trying again is genuinely how the method moves from something you sort of remember into something you can do on autopilot.

Question 2

How do I know which method to use on a question?

Accepted Answer

Method recognition is honestly half of foundation maths. The exam doesn't tell you which technique to use, you have to spot it from the question itself: long multiplication, equivalent fractions, finding a percentage of an amount, splitting a ratio. Each of those has its own signal in the way the question is worded, and recognising those signals takes practice.

A useful way to build this skill is to work through lots of short questions across a topic in our quizzes. Over time you start to spot which clues map to which method, almost automatically.

When you get one wrong, our wrong-answer mode lets you go back to those specific questions so you can rework them once you've seen the method again in the notes. That feedback loop is where the recognition gets sharper.

Question 3

Can I build a quiz on just the topics I want to practise?

Accepted Answer

Yes! Our custom quiz builder lets you pick whichever subtopics you want and put them all into one short quiz.

This is particularly useful in two situations. The first is mixed-topic practice in the run-up to mocks or your real exam, when you want to recreate the feel of a paper that jumps between topics rather than testing one in isolation. The second is coming back to older content: pick subtopics you covered earlier in the year and use the custom quiz as a memory check on whether they've stayed in your head, or whether they need a quick refresh.

Question 4

How often should I quiz myself when revising GCSE Maths?

Accepted Answer

Doing a little bit often is more useful than one long session. A good rhythm is to try a topic-level quiz right after you've worked through that topic in the notes, then come back to it 2 or 3 days later to check it's stuck.

The gap between attempts is what helps the method stay in your head. Coming back to something a few days after you first learned it is far more powerful than reading it five times in a row, because the act of retrieving it from memory is what makes it stick longer term.

Question 5

Should I practise the non-calculator paper separately?

Accepted Answer

Yes, this is one of the most important things to do at foundation tier. Paper 1 leans on fraction arithmetic, working out percentages by hand, ratio splits and basic algebra, and these all need separate fluency from the calculator papers.

The calculator papers let you skip the technique by punching numbers in, but Paper 1 doesn't, so practising on Papers 2 and 3 won't build the non-calc skill.

A good approach is to work through quiz questions on those subtopics directly, then sit a past Paper 1 under timed conditions to feel the pressure of doing it without a calculator. It's a different kind of difficulty from the calculator papers, and it deserves its own practice.