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Step by step math solver

Most solvers either dump the answer or hide the steps behind a paywall. Here the steps are the product. Each one is a single move (subtract 7 from both sides, apply the chain rule) with a one-line "why" you can open. Steps appear one at a time so you can guess the next move before you see it, and Practice mode lets you type your guess and have it checked against the step first.

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We read the problem from the picture.
or type it
Free: 3 problems a day. Sample problems never count.

Try a sample

TypedStandard method
    Answer

    AI can make mistakes. Check the work, especially signs and units.

    We read: Wrong? Edit the text box and solve again.

    You've used today's 3 free solves

    Come back tomorrow, or go unlimited with Plus: every step explained, another method on demand, save solutions as images.

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    How to get the most out of it

    1. Type the problem or take a photo. LaTeX and plain text both work.
    2. Read the steps as they appear. Cover the next one and try to predict it.
    3. Open "Why this step?" on any line that is not obvious.
    4. Compare the boxed answer with yours. If they differ, find the first step where you diverge.

    Worked examples

    Tap one to see it solved on the board above.

    A note for parents. The solver is most useful after your child has tried the problem. Compare their work with the steps and find the first line where they differ; that line is the thing to practise.

    FAQ

    How does Practice mode work?

    Turn on "Practice mode" on the board. Before each step is revealed you get a box to write your own next line. Press Check: if it matches the step you see "Correct"; if it is the same numbers in a different form you see "Close"; otherwise it shows your line next to the board's line so you can spot the difference. Press "Show the step" to skip. Nothing is sent to the server and it never uses a free solve.

    Why do steps appear one at a time?

    Because reading a finished solution is passive. A short delay between steps gives you a moment to predict the next move, which is where learning happens. It is only a few hundred milliseconds per step.

    Can I see a different method?

    Yes, with Plus. "Another method" solves the same problem a second way where one exists: factoring vs the quadratic formula, substitution vs elimination, u-substitution vs direct antiderivative.

    Can I save the steps?

    Copy them as text for free, or save the board as an image with Plus.

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