How to Get a Grade 1, 2 or 3 in GCSE Maths

Building confidence and real progress from the ground up — no matter where you're starting from.

Let's start with the truth

If you're reading this, there's a good chance you — or your child — find maths difficult. Maybe it's always been a struggle. Maybe confidence has taken a battering over the years. Maybe you've been told (or you've told yourself) that you're "just not a maths person."

I've heard all of this before, many times, and I want to say something clearly: progress is absolutely possible. I've worked with students who started their GCSE year unable to multiply single-digit numbers, and by the end they were sitting their exams with genuine confidence. It takes patience, the right approach, and consistent effort — but it can be done.

Grades 1, 2, and 3 on the Foundation tier represent a range of ability, from students who find the entire subject overwhelming through to those who are close to the pass threshold but can't quite get there consistently. The good news is that the approach is essentially the same for all three: build from the basics, fill the gaps, and don't rush. And if you're already close to a grade 3 and starting to think about the pass mark, you might also want to read my guide to getting a grade 4 — the jump is smaller than most people think.

What these grades actually mean

In 2025, around 39% of students nationally scored a grade 3 or below. That's almost two in five. If you're in that group, you are not alone, and you are not unusual.

On the Foundation tier (out of 240 marks), the June 2024 boundaries were:

  • Grade 3: 117 marks (49%) on AQA
  • Grade 2: 77 marks (32%) on AQA
  • Grade 1: 37 marks (15%) on AQA

What that tells you is important. A grade 1 requires just 15% — which means getting a handful of questions right across three papers. A grade 3 requires about half marks. These are reachable targets, even for students who feel completely lost right now. The key is working on the right things.

Where to focus your energy

The Foundation tier has clear topic weightings, and understanding them helps you prioritise:

  • Number: 25% — this includes basic arithmetic, fractions, decimals, percentages, and place value
  • Ratio and proportion: 25% — sharing in a ratio, scaling, simple proportion problems
  • Algebra: 20% — this starts with substitution and simple equations, not quadratics
  • Geometry and measures: 15% — area, perimeter, basic angles, simple volume
  • Probability and statistics: 15% — averages, reading charts, basic probability

For students aiming at grades 1 to 3, the focus should be squarely on Number and Ratio. Together they account for half the marks on the paper, and the early questions in these topics are the most accessible on the entire exam. If you can get confident with basic arithmetic, fractions, decimals, percentages, and simple ratio, you're already well on your way to a grade 2 or 3.

Don't try to do everything at once. Open the textbook at chapter one and work forward. I know this sounds painfully slow, but it's the only approach that actually builds lasting understanding. Skipping ahead to "harder" topics when the basics aren't solid is like building a house on sand.

You don't need to be good at everything

This is something I tell every student working at this level: you don't need to answer every question. A grade 3 is 49%. That means you can leave half the paper blank and still pass. The trick is making sure you're rock-solid on the questions you can answer.

For grades 1 and 2, the target is even more forgiving. Focus on getting the straightforward questions right — the ones at the start of each paper that test basic skills. Don't waste time and energy agonising over questions that are clearly beyond your current level. Answer what you can, answer it carefully, and move on.

Assess where you stand

If you want a simple way to see where you're currently at, I recommend this free self-assessment and topic tracker. You'll need to save your own copy first (File → Make a Copy in Google Sheets). Start from the Grade 1 content — open each question set briefly, take a look at the questions, and give yourself a confidence score from 1 to 5 for each topic. Work through Grades 2 and 3 the same way. Once you can see your strengths and weaknesses laid out, get to work. Spend most of your time on the topics where you feel quite confident but haven't quite mastered — that's great for building confidence. On the days when you're feeling good, try some of the topics that are a little further out of reach. But always start with the lowest grades first — don't move on to Grade 2 content until Grade 1 is solid.

Build from the basics — and I mean the real basics

Over the years, I've worked with a lot of students who have additional needs — ADHD, dyscalculia, autism, and other conditions that make traditional classroom learning difficult. I have extensive experience with SEN students, and one thing I've learned is that the approach needs to be patient, structured, and grounded in the fundamentals.

That might mean spending time on times tables. It might mean going back to how place value works, or practising adding and subtracting with confidence before even thinking about fractions. There is no shame in this. In fact, the students who allow themselves to go back and build these foundations are the ones who make the biggest leaps later on.

A daily practice routine

The single most effective thing any student at this level can do is practise for a short time every day. I'm not talking about hour-long sessions. I'm talking about 15 to 20 minutes, ideally at the same time each day, working through questions at the right level.

Here's what that might look like:

  • Corbett Maths 5-a-day (Foundation): Five quick questions every day, pitched at the right level. It's free, it takes 10 minutes, and it builds a streak. This is one of the best free resources available.
  • Maths Genie: Grade-sorted questions with video explanations. If you get stuck on a topic, there's usually a clear, short video to explain it.
  • Dr Frost Maths: Excellent for structured practice with instant feedback.

The key is consistency. Twenty minutes a day, every day, will outperform two hours once a week. Treat it like brushing your teeth — it's not exciting, but it works because you do it regularly.

The textbook approach

I always recommend working through a GCSE Foundation textbook in order, starting from the very beginning. The chapters are sequenced deliberately — each one builds on what came before. If you skip around, you'll hit walls. If you start at the start and work steadily forward, the difficulty ramps up naturally.

For students aiming at grades 1 to 3, you won't need to get through the entire textbook. The first half to two-thirds of a Foundation textbook covers the bulk of what you need. The later chapters push towards grade 4 and 5 territory, and you can tackle those when you're ready.

A CGP revision guide is also useful as a companion — it condenses each topic into a page or two with a few practice questions. But it's not a replacement for a proper textbook. The textbook gives you the depth of practice you need to build real fluency.

When to try past papers

Save them. Seriously. Past papers are a testing tool, not a learning tool. If a student at grade 1 or 2 level sits down with a full past paper, they'll be able to access the first few questions on each paper and then hit a wall. That's demoralising, and it doesn't teach them anything new.

Once you've worked through a good chunk of the textbook and you're feeling more confident, then past papers become useful — they help you practise under time pressure and get used to how questions are worded. But that should be in the final couple of months before exams, not before. When you're ready, I have a free past papers archive where you can download papers for all the major exam boards. I've also written a more detailed GCSE maths revision guide that covers how to structure your revision from start to finish.

The role of a tutor

A good tutor can make a real difference at this level — providing structure, patience, and a safe space to make mistakes. But one hour a week with a tutor won't do the work on its own. What it does is clear the roadblocks, build confidence, and make sure the independent practice is focused on the right things. You can read more about how I work with GCSE students on my GCSE maths tutoring page.

My rule of thumb: don't invest in more tutoring hours until the student is doing at least some regular independent practice. Even 15 to 20 minutes a day makes the tutoring session far more effective, because there's something to build on each week.

A word for parents

If your child is working at this level, the most important thing you can do is be patient and be encouraging. Students who struggle with maths often carry a lot of anxiety and frustration. They've been in classes where everyone else seems to get it. They've sat through lessons feeling lost. That takes a toll on confidence, and rebuilding confidence is just as important as rebuilding skills.

Celebrate small wins. If they've done their 15 minutes of practice every day this week, that's worth acknowledging. If they got a question right that they couldn't do last month, that matters. Progress at this level is often slow and incremental, but it's real, and it adds up.

Foundation tier is the right tier for these students. There's no stigma in it — it's designed to give students at this level the best chance of showing what they can do. The questions start accessible and build gradually, which is exactly what they need.

Ready to start building?

If you'd like some structured support, I offer a free 30-minute introductory session where we can have an honest chat about where things stand and put together a plan. I've worked with students at every level, including many with additional learning needs, and I know how to meet students where they are and build from there. No pressure, no commitment — just a conversation about how to move forward.

If you'd like to talk through a plan, I'm happy to chat — no pressure.

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