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How to get a 9 in GCSE Maths

TutorAura guide · Updated

A grade 9 in GCSE Maths needs a near-complete command of the Higher tier: almost no gaps, accurate working under time pressure, and the ability to tackle unfamiliar multi-step problems near the end of each paper. Grade boundaries vary each year, so the aim isn't a fixed percentage but dropping as few marks as possible across all three papers.

Here's a plan that gets you there.

Key takeaways

  • Sit the Higher tier and secure every topic, including the hardest.
  • Practise the multi-step problem-solving questions at the end of papers.
  • Do full papers under time and review every lost mark.
  • Eliminate careless errors with checking habits.

1. Close every gap

Use a full past paper or the topic list from your board's specification to rate every topic. Top-grade students don't have weak topics. Prioritise any Higher-only content you haven't secured, such as:

  • Algebra: quadratic inequalities, functions (inverse and composite), algebraic proof, iteration.
  • Graphs: transformations, gradients of curves and areas under them, circle equations.
  • Geometry: circle theorems, vectors, 3D trigonometry, the sine and cosine rules.
  • Number: surds, bounds, recurring decimals to fractions.
  • Probability and statistics: conditional probability, histograms, cumulative frequency.

2. Master problem-solving

The last questions on each paper combine topics in unfamiliar ways. Practise them deliberately: read the question twice, write down what you know and what you need, draw a diagram, and try a first step even if you can't see the whole route. Afterwards, compare your approach with the mark scheme.

3. Full papers under exam conditions

With AQA, for example, GCSE Maths is three papers of 1 hour 30 minutes and 80 marks each: Paper 1 without a calculator, Papers 2 and 3 with one. Other boards differ slightly. In the final months, sit full papers under time, mark them with the mark scheme, and log every lost mark: was it a gap, a misread or a slip? Our free GCSE Maths mock papers give extra timed practice.

4. Remove careless errors

At the top end, careless errors decide grades. Build habits:

  • Write the formula, then substitute.
  • Check units and the question's final request ("give your answer to 3 significant figures").
  • Estimate to check calculator answers.
  • Reread the last line of each question before moving on.

5. Revise efficiently

Spread practice over months, mix topics in each session, and test yourself rather than rereading notes. These are among the best-supported study methods (Dunlosky et al., 2013). See how to revise for GCSE Maths, GCSE Maths formulas and interleaved practice.

A 12-week plan

WeeksFocus
1 to 2One full past paper set (three papers), marked. Rate every topic red, amber or green.
3 to 6Red and amber Higher topics, one or two a session, with exam questions on each.
7 to 9Problem-solving: the last five questions of past papers, mixed topics.
10 to 11Full papers under time, one or two a week, with a mistakes log.
12Redo your mistakes log, light practice, sleep well.

Adjust the weeks to your timeline. Our revision timetable generator can fit maths around your other subjects.

Frequently asked questions

Is it possible to get a 9 without a tutor?

Yes. Many students reach grade 9 with good teaching, regular past paper practice and careful review of mistakes. A tutor or AI tutor can help with problem-solving and checking your working.

How many past papers should I do?

As many as you can review properly. A common approach is a full set every week or two in the final months, with every lost mark analysed. Doing fewer papers well beats doing many without review.

Can you get a 9 on the Foundation tier?

No. Foundation is capped at grade 5. To have a chance of grades 6 to 9, you need to sit the Higher tier.

What percentage do you need for a grade 9 in GCSE Maths?

It changes every year with the grade boundaries, and differs by board. Look up recent boundaries for your board, but aim to drop as few marks as possible rather than targeting a fixed percentage.

Sources

  1. GCSE Mathematics (8300): specification at a glance. AQA.
  2. Mathematics GCSE subject content and assessment objectives. Department for Education.
  3. Improving Students' Learning With Effective Learning Techniques. Psychological Science in the Public Interest (Dunlosky et al.), 2013.