Is the handwriting detectable?

No. Scrawl uses a variancy system that applies unique rotation, baseline drift, and spacing jitter to every character. No two pages are ever identical. The output is designed to be indistinguishable from hand-written work.

What subjects does it support?

Everything STEM and beyond. Calculus, linear algebra, differential equations, physics, electrical engineering, chemistry, statistics, and AP History. Scrawl renders hand-drawn diagrams for graphs, circuit schematics, plots, and full mathematical notation.

How does the free version work?

You can start free and get handwritten solves right away. Free solves have a weekly limit and include a Scrawl watermark. If you want a clean PDF, you can upgrade to Pro or buy one clean solve.

Can I use my own handwriting?

Yes. Draw your symbols in the app or print a template, fill it in by hand, and upload a photo. Scrawl processes it into a custom font used for all your future solutions. Three presets (Neat, Balanced, Messy) are also available.

Is using Scrawl AI cheating?

Scrawl is a tool, like Wolfram Alpha, Desmos, or a graphing calculator. Students use it to check their work, study worked examples, rewrite messy drafts, and understand solution methods. Every educational tool can be misused. We built Scrawl to make learning more accessible. How you use it is your call.

Why does it cost money?

Honestly, I wish it could be free. Every solve costs real money -- the AI models, the rendering servers, the infrastructure. The subscription barely covers operating costs. There is no VC money, no investors, no corporate team. Just one student keeping the lights on. The free version lets you try it before you decide to upgrade.

Scrawl AI -- Homework Solved in Your Handwriting

Your homework, done in

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scrawlai.app

Trusted by students at

Trusted by students at

Your Handwriting

Three steps. Sixty seconds. Done.

𝑓(x)= ?

Upload your homework

Snap a photo, upload a PDF, or paste text from any assignment.

√x²+1

AI solves it

Leading AI models work through every problem step by step.

✓done

Download in your handwriting

Get an undetectable PDF that looks like you wrote it by hand.

Why students choose Scrawl

Built by a student, for students. Every detail is intentional.

Your handwriting, digitized

Draw your own font in the app or pick from three presets: Neat, Balanced, and Messy. Every solution looks like you wrote it.

Neat

Balanced

Messy

+ Draw your own custom style

No two characters are ever the same

Rotation, baseline drift, and spacing jitter make every page unique, just like real handwriting. Completely undetectable.

Unique jitter

Every character varies

Baseline drift

Natural waviness

Control exactly how you'd write it

Choose how detailed the solution is, from quick and compact to full step-by-step explanations. Match your own homework style so it looks like you actually solved it.

Compact

Quick answers

Standard

Default

Balanced detail

Detailed

Full walkthrough

Every subject, diagrams included

Calculus, physics, linear algebra, circuits, and history, with hand-drawn graphs, plots, and circuit diagrams that match your writing style.

Internal accuracy snapshot

Scrawl stays tuned for structured homework output instead of general-purpose chat answers.

Calculus97.8%

Scrawl97.8%

General AI81.2%

Physics96.1%

Scrawl96.1%

General AI78.4%

Chemistry94.3%

Scrawl94.3%

General AI76.5%

Based on internal testing

Calculus

Linear Algebra

Circuits

History

50+ subjects across STEM, humanities, and AP courses

Tap a boxed step and see why it works

On explanation-ready solves, Scrawl boxes each major step so you can tap the exact part you want help with and get a brief explanation tied to that line of work.

Question 1: eigenvalues

Tap the first boxed question to get the short explanation for why the diagonal entries already give the eigenvalues here.

Question 2: eigenvectors

Tap the second boxed question to open the explanation for the eigenvector step and why solving (A − λI)v = 0 produces a free variable.

Question 3: diagonalization

Tap the last boxed question to see the brief explanation for how A = PDP⁻¹ turns the matrix into the easier diagonal form.

Question 1: eigenvalues

Tap the first boxed question to get the short explanation for why the diagonal entries already give the eigenvalues here.

Question 2: eigenvectors

Tap the second boxed question to open the explanation for the eigenvector step and why solving (A − λI)v = 0 produces a free variable.

Question 3: diagonalization

Tap the last boxed question to see the brief explanation for how A = PDP⁻¹ turns the matrix into the easier diagonal form.

Everything you need to ace your homework

Start free, then choose Pro or one clean PDF when you need it.

What you get

Unlimited step-by-step solutions
Step-by-step explanations on demand
Custom handwriting styles
Hand-drawn diagrams and graphs
Works on 50+ subjects
Up to 20 pages per submission
Available on iOS and web
Powered by leading AI models
Cancel anytime

See Plans & PricingFree to start. Upgrade for unlimited clean PDFs, or buy one clean solve when needed.

Frequently asked questions

Can't find what you need? Reach out at support@scrawlai.app

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