Everything a great tutor does, and a few things they can't.

Four capabilities turn a screen into someone sitting beside you: watching your work, drawing as they explain, refusing to just hand over the answer, and adjusting to what you just did.

I

It sees your work

SmartWit watches your whiteboard and points an arrow at the slip the moment it happens, the way a tutor leaning over your shoulder would.

Real-time vision on every stroke

A crop of a session whiteboard: the student's factoring (x − 3)(x + 4) with the second bracket ringed in red, an arrow landing on its edge, and the tutor's handwritten question 'multiply it back out: what do you get for the x term?'. Below, the corrected (x − 4)(x + 3) with a green check.
Fig.The second bracket, ringed at the moment it was written.
II

It draws as it speaks

Graphs, equations and shapes appear in step with the tutor's voice, so an explanation is something you watch unfold rather than a wall of text you have to decode alone.

Voice and ink, in step

A crop of a session whiteboard: a parabola with its two roots marked at x = 1 and x = 5, a dashed axis of symmetry at x = 3, and the vertex plotted and labeled (3, −4).
Fig.Roots, axis of symmetry and vertex: computed, then drawn.
III

It asks, never tells

Guided questions lead you to the answer yourself, which is the part an answer key skips.

Socratic by design

A crop of a Geometry session whiteboard: an arrow pointing at vertex A of a parallelogram, one of the 70 degree angle marks visible at vertex D, and the tutor's handwritten question 'the four angles add to 360° — what does that leave for A?'. No answer is written.
Fig.An arrow at the vertex, and a question where the answer would be.
IV

It adapts to you

Every answer is scored. Struggling on a step gets you more scaffolding; getting it cleanly moves you on. It works from what you just did rather than from a fixed script.

Recalibrates after every answer

A crop of a session whiteboard: a scatter plot with the least-squares line drawn through it and its equation y = 4.21x + 59.07, beside the tutor's handwritten question 'you eyeballed it through (2, 68) and (9, 97) — what slope does that give?' and the student's arithmetic, (97 − 68) ÷ (9 − 2) = 4.14.
Fig.The tutor picks up the two points the student used, and works from those.
“A worksheet can't see your mistake. A video can't hear your question. SmartWit does both, then waits for you to get it.”
Why we built it

Also in the box

Replay & clips

Rewatch any session; clip a moment to share.

Progress dashboard

Watch mastery climb, topic by topic.

Streaks, XP & badges

Study daily to build a streak and earn badges.

Web & mobile

On your laptop, phone, or tablet.

A session, not a search box.

Camera apps, chatbots and video lessons are all useful. They are also a different kind of thing, and here is the difference stated as plainly as we can.

How you ask

Camera app
Photo of the problem
Chatbot
Type a prompt
Video
You pick a video
SmartWit
Say it out loud, or write it on the board

What comes back

Camera app
The answer, then a paywall for steps
Chatbot
A wall of text
Video
A recorded explanation
SmartWit
A voice, and drawings on a shared whiteboard

Your handwriting

Camera app
Scanned once
Chatbot
Can't see it
Video
Can't see it
SmartWit
Watched as you work, step by step

The wrong step

Camera app
Never seen
Chatbot
Never seen
Video
Never seen
SmartWit
Pointed at, and you fix it yourself

What it's teaching

Camera app
This one problem
Chatbot
This one prompt
Video
One video's worth
SmartWit
The course, with mastery tracked topic by topic

Go deeper

Live voice

The conversation: interrupting, patience, short turns.

The whiteboard

Reading handwriting, and drawing math that is actually correct.

How it teaches

Socratic turns, the course spine, mastery and summaries.

Ready to learn out loud?

Talk and draw your way unstuck, with a tutor that draws right back.

Get started
Download on the App StoreUse it on Android