“The radius is 5.
Not 25.”
A question helps separate a quantity from its square.
Learning, connected
The missing
middle.
Remi helps answer a fundamental question: How is my child doing in school? A smart tutor platform, Remi supports your child’s learning and shows you the progress. It builds a daily pulse, recording the small wins and minor setbacks. These are the day-to-day developments that shape habits, build lasting knowledge and form the missing middle. Now Remi reveals them.
Beta launch · Singapore · Year 8 to IGCSE
Free during beta (November to December). Paid plans start in 2027.
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The picture you have
A few milestones across a term.
Snapshots in time.
School reports. Tutor sessions. Test results.
These paint a picture, but a lot happens in the gaps between them.
Enter Remi
Daily moments.
Deeper understanding.
Small wins. Things to work through.
A clearer picture, built one session at a time.
≡School report↔Tutor session✓Test result
“The radius is 5.
The ideas are there.
The order needs work.
A story takes shape, one revision at a time.
Warmer particles.
More collisions.
An explanation starts to bring the pieces together.
Illustrative learning moments · one session at a time
The approach
Core subjects.
Served daily.
Remi designs three daily sessions spread across core subjects for Years 8 to 11. Sessions are a blend of Socratic interactions, multiple-choice questions and marked-schema responses.
Each session is grounded in key principles from exam boards such as Pearson Edexcel, OxfordAQA and Cambridge International.
Each completed session is analysed both for learning signals and misconceptions so each future session with your child gets better.
English
Physics
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BiologyExplore something new. Return to what matters.
For students
Remi asks.
Your child answers.
Remi isn’t a chatbot, it’s a smart learning platform. Tailored Socratic sessions help uncover your child’s understanding of topics and teach to the gaps.
Today’s Focus · guided learningReal session · anonymised
A circle with its centre at the origin passes through the point (0, 7).
What is the equation of this circle, and how did you work it out?
I dont really remeber could you walk me through the steps
It's easiest to start with the distance from the centre to the edge.
If the centre of your circle is at (0, 0) and it passes through the point (0, 7), what is the length of the radius?
7
That's right. Every point (x, y) on this circle is exactly 7 units away from the centre (0, 0).
If you imagine a right-angled triangle where the radius is the hypotenuse, and the other two sides are the horizontal distance x and the vertical distance y, what equation does Pythagoras' Theorem give you for this circle?
X squred plus b squared = c squared
You've got the right structure for Pythagoras' Theorem there.
In coordinate geometry, we use y for the vertical side. If the radius (the hypotenuse) is 7, what do you get when you write that equation using x, y, and 7?
X squared plus y squared = 7
You've got the x² + y² part spot on.
However, have a look at the right-hand side. Pythagoras' Theorem tells us that a² + b² = c². If the radius is 7, we need to square it for the equation.
What is the full equation for that circle? Once you've got that, try writing the equation for a circle with a radius of 10.
X squared plus y squared = 100
That's exactly it — you remembered to square the radius this time. For that first circle we looked at, the equation would be x² + y² = 49 because 7² = 49.
You've got the hang of the basic form x² + y² = r² for circles centred at the origin. Good work on clearing that up.
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For parents
See learning take shape.
Know when to get involved.
See the idea behind the difficulty. Get a refresher, a useful worksheet and questions you can work through together or Ask Remi to keep teaching.
Illustrative view
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From Remi
One card at a time, newest on top. Follow a finding closely, or clear it.
A moment to clarify squares and roots
The radius and its square have been getting mixed up. A short conversation at home can help separate the two ideas.
Maths · Squares and rootsOpen & Ask ›Follow closelyClearMore
Why Remi exists
Built by a dad, with his son.
I didn’t want another chatbot.
I wanted the promise of individualised learning.
I saw my son and his classmates turning to shared ChatGPT subscriptions and Gemini searches for help with their schoolwork. I thought there had to be a better way for artificial intelligence to support their learning.
Informed by numerous research papers including those from Harvard and the University of Pennsylvania along with my own observations of my son’s usage, Remi was designed and built from the ground up to harness the power of artificial intelligence for individualised learning.
I built Remi because I couldn’t trust another platform with my son’s time and attention. Every product decision came down to: is this the best for him?Dad & founder
Remi · remember what matters.
Better learning for them.
Deeper understanding for you.
Free during beta (November to December). Paid plans start in 2027.