GCSE & A-Level · Free to start

AI Maths Tutor

Maths you can see,
not just solve

Ask a question and watch the graph respond. The tangent moves, the area fills, the structure appears. Step-by-step working that shows the why — built for understanding that outlasts the session.

Free to start · No account required

MarkyMaths showing y = x² with an animated tangent line and Gradient = 2.0 label, alongside step-by-step working in the chat panel

Built for understanding,
not just getting the answer

For learners who want the concept to click — not just the working to appear.

Maths You Can See

Watch the tangent move as the gradient changes. See area build up as strips fill. Motion reveals what static diagrams can't — graphs appear mid-conversation, no separate tool needed.

dy/dx = 2x At x = 3, dy/dx = 6 ∴ gradient = 6

The Why, Not Just the What

Every answer lays out the full method — not just the steps, but the reason each one follows from the last. Pitched at GCSE or A-Level depending on what you need.

1 2 3 Concept Examples Practice

Structured Lesson Plans

Pick a topic and work through it properly: concept first, worked examples, then practice questions. Covers Differentiation, Integration, Trigonometry, Coordinate Geometry, and more.

I don't get it Let's try another way... Oh — that makes sense!

Adapts to You

Say "I don't get it" and Marky tries a different approach. Ask for a harder question, go back a step, or switch topics. The conversation follows your understanding, not a fixed script.

How understanding
actually forms

No sign-up needed to get started.

01

Ask or start a lesson

Type a question, pick a topic, or describe what isn't clicking. Marky orients to where you are.

02

See it, then understand it

Explanations come with graphs that move in real time — not just what to write, but why it works.

03

Go deeper, not just further

Core concepts resurface across the session in new contexts. That's the repetition that sticks.

GCSE & A-Level maths covered

From the foundations to the harder stuff.

GCSE
Algebra Quadratics Coordinate Geometry Pythagoras & Geometry Circle Theorems Sequences & Series Statistics Probability
A-Level
Differentiation Integration Trigonometry Graphs & Functions Rates of Change Exponentials & Logs Vectors Indices & Surds

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