How to get step-by-step math help on handwritten notes

Write the problem by hand, choose how much help you want, and tap Ask. NoteFun writes the next step, an explanation or the full worked solution under your work, in ink.

Updated 9 October 2026 · By the NoteFun team at Quillwind

NoteFun is a handwriting notebook for iPad and Apple Pencil with a tutor that answers on the page. It suits students working through algebra, calculus or physics by hand who want a nudge, not just an answer.

Step by step

  1. Open a notebook on graph paper. Squared or Grid paper keeps your working aligned. You choose the paper when you create the notebook.
  2. Write the problem and your attempt. Write the question by hand, and include the lines you have already tried. The tutor reads the whole page, so your working shows where you got stuck.
  3. Choose Hint, Explain or Solve. Pick the depth in the row under the Ask button. Hint gives your next step, Explain teaches the idea and then the steps, Solve gives the full worked solution.
  4. Tap Ask. The reply is written in ink underneath your handwriting, on the same page.
  5. Try the next line yourself. Work the next step on your own, then Ask again with Hint if you need another nudge.
  6. Check the answer. Substitute your answer back, or compare it with the check in a Solve reply. AI models can make mistakes.

Hint, Explain and Solve

Hint
One short sentence naming your next step. It does not do the step for you or reveal the answer. Use it when you are close.
Explain
The idea first, in simple language, then the steps and why they work. This is the default.
Solve
The complete worked solution, with the intermediate steps, the final result and a short check when it helps.
A projectile motion problem handwritten on squared paper. NoteFun's hint in blue ink says that at the very top the ball stops for a moment, so v equals zero, and suggests trying v squared equals u squared minus 2gh.
A Hint gives the next step, not the answer.

Tips for better replies

A handwritten derivative of sine of x squared. NoteFun's reply in ink explains the chain rule and gives the derivative, with three practice problems below.
Explain teaches the rule, then works it.

Use it to learn, not to copy

The fastest way to learn a method is to do the next line yourself. Start with Hint, move to Explain if the hint is not enough, and save Solve for checking a finished attempt. Replies are ink, so you can erase a step and try it again on the same page.

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