Hi everyone! Welcome to the GCSE Maths space!
This space has been created to help students who are studying for their GCSE, IGCSE or IBMYP in Maths. If you want to improve your grades and revise the right way, we're here to help you!
Our Maths teacher, ALI A., is an expert in the subject and he is dedicated to helping you get the grades you deserve.
In this space, we encourage you to do the following things:
- Find out what we're covering in the latest FREE webinars
- Ask for tips on how to revise properly for maths
- Post pictures of any questions that are stressing you out
Let our maths teacher know what you'd like him to cover in upcoming webinars - Reply to other people's posts with advice, answers to their questions, or to validate them!
This space is social and it's supposed to be built around your needs. So please don't feel like you have to wait for one of us to post!
Mr Akbar is also in the process of creating maths revision courses that will be a huge help to you. So, be on the lookout for those!
If you haven't joined and you're a maths student, please make sure you click the join button to get the updates you need!
Sometimes a quick check finds a solution, but the key is confirming whether it is the only real solution.
Discussion:
6^x − 5^x = 11
Can you show why x = 2 is the unique real solution?
Zero has an interesting dual role in mathematics: as a number, it is even; as the zero function, it can be both even and odd.
Discussion:
f(x) = 0
How can the same zero satisfy both definitions?
A useful example of how a substitution can simplify a radical equation and lead directly to the solution.
Discussion:
(√x + 5) / (√x − 3) = √x
💬 Can you solve for x? Share your answer below.
One of the biggest misconceptions about GCSE Maths is that success comes from practising hundreds of questions.
In reality, the students who improve most are the ones who master the basics first.
Before September, try checking your confidence with:
• Fractions, percentages and ratios
• Algebra fundamentals
• Rearranging formulae
• Graphs and coordinates
• Problem-solving techniques
Building confidence now makes new topics much easier throughout Year 10 or Year 11.
If you’re preparing for GCSE Maths this year, I’m always happy to answer questions and help you get started.
Huge congratulations to everyone for crossing the finish line and completing GCSE Maths Paper 3 today! The marathon is officially over.
How did the final calculator paper treat you compared to the first two? Did you find the wording straightforward, or did the examiners save the toughest puzzles for last?
Drop your exam board (AQA, Edexcel, OCR) below and let us know:
- Which question was the biggest "head-scratcher"?
- How are you feeling now that it's all over?
Time to relax - you’ve earned it!
Huge well done to everyone who crushed GCSE Maths Paper 2 this morning!
Did the calculator questions treat you well, or did that tricky last page catch you off guard? Drop your exam board (AQA, Edexcel, OCR) and tell us how it went?
One more to go: Just Paper 3 left on June 10th. How is everyone feeling about the home stretch?
Right now thousands of students are thinking:
“I revise but forget everything in the exam.”
“The questions always look different.”
“I panic when I see algebra.”
“I know the method… until the exam starts.”
Here’s the truth:
Most students are NOT struggling because maths is impossible.
They lose marks because:
- they skip steps,
- rush calculations,
- and never learn the thinking process behind questions.
So this week, stop trying to revise everything.
Focus on the topics that appear every single year.
One of the biggest GCSE algebra mistakes is expanding brackets incorrectly.
Example:
Solve:
3(x + 4) − 2(x − 1) = 19
Step 1 — Expand carefully
3(x + 4) = 3x + 12
−2(x − 1) = −2x + 2
Step 2 — Simplify
3x + 12 − 2x + 2 = 19
x + 14 = 19
Step 3 — Solve
x = 5
Common mistake:
Many students write:
−2(x − 1) = −2x − 2
That single sign error can cost multiple marks instantly.
Last-Week GCSE Strategy
DO:
- Practice under timed conditions
- Write every algebra step clearly
- Revise mistakes more than easy questions
- Focus on recurring topics:
• Algebra
• Ratios
• Percentages
• Probability
• Graphs
• Simultaneous equations
DON’T:
- Spend hours only watching revision videos
- Memorise methods without practice
- Panic over difficult questions
Remember:
The exam is not testing whether you are a genius.
It is testing whether you can stay calm and apply basic steps correctly.
You do not need perfection for a strong grade.
You need consistency.
Good luck for GCSE Maths this week.
Success in exams isn’t about doing more, it’s about doing the right things in the right order.
This 3-step framework focuses on what truly drives performance:
- Building strong concept clarity as your foundation
- Reinforcing learning through structured practice
- Applying smart exam strategy under pressure
Many students know the content—but lose marks due to poor execution. The difference lies in preparation and approach.
Get these three right, and your performance won’t just improve, it will transform.
Let’s build this step by step.
A lot of students say:
“I don’t even know where to start”
“I revise but nothing sticks”
“I can’t apply it in exams”
Let’s fix that with a simple strategy
The 3-Step Revision Method:
-
Learn (don’t just read)
- Pick ONE topic (e.g. probability)
- Watch/learn the method properly
-
Practice actively
- Do 5–10 questions
- Don’t skip steps - write everything out
-
Check & improve
- Mark your answers
- Focus on why you got something wrong
Try this quick question:
A bag contains 3 red, 2 blue, and 5 green balls.
What is the probability of picking a blue ball?
Answer: 2/10 = 1/5
Tip: Always simplify your fractions!
If you’re stuck on a topic or don’t know how to revise effectively, post your question below
I’ll guide you step-by-step (no confusing explanations).
We’ll also be doing sessions where I walk through exam questions and show exactly how to think in the exam.
You don’t have to figure this out alone