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The demo session's opening whiteboard, titled 'Writing and Graphing Systems of Linear Equations'. Below it the pair y = 2x − 1 and y = −x + 5, a table of x values 0, 1 and 3 with each equation evaluated, and the tutor's question in blue: 'At what value of x do these two lines meet?'

Ask the same thing five times. SmartWit talks it through out loud, draws beside your working, and points at the step that went wrong.

7 days free, no card charged. Algebra 1 and Geometry, on web, iOS and Android.

Just talk

Ask out loud, the way you would a friend. No typing, only your voice.

It sees your work

Write your steps by hand on the board. SmartWit reads them, including the one that went wrong.

Replies in under a second

Fast enough to feel like a conversation rather than a chat window with a loading bar.

Watch it find the wrong sign.

Worksheet apps check the answer. SmartWit watches the work.

The session whiteboard: x squared minus x minus 12 equals zero, the student's factoring (x − 3)(x + 4) with the second bracket ringed in red, the tutor's arrow and handwritten question about the x term, the corrected (x − 4)(x + 3) with a green check, and the plotted parabola with roots marked at −3 and 4.

It rings the exact step, then waits for them to fix it. It never writes the answer.

The exchange, word for word

Student
It factors to (x minus 3)(x plus 4)… I think?
SmartWit
Multiply it back out for me. What do you get for the x term?
Student
Plus x. Oh, the signs are flipped.
SmartWit
So which pair multiplies to −12 and adds to −1?
Student
Minus 4 and plus 3. So (x − 4)(x + 3).
SmartWit
That's it. Here's the graph: which root does the curve reach first?
How the whiteboard reads their work

For the grown-up in the room

You're the one deciding. Here's the short version.

Hand over the laptop, listen from the next room, read the summary afterward.

The parent's brief

Ready to learn out loud?

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