Discrete Math · Demo

The answer was right.The proof wasn't.

You're watching one proof from a discrete math exam — the kind of mistake a tired grader waves through at 1am. The same pipeline works for calculus, physics, chemistry, and any other course you bring a rubric for.

Step through it

Ten points. Five key steps.One human decision.

This is the same pipeline that runs on your hardware — ingest, read, evaluate, score, and hand back to you.

Original submission

Q5 · 10 pt
A handwritten proof that (p and q) implies r is equivalent to p implies (q implies r)

OCR extracted answer

Rendered

(p ∧ q) → r ≡ ¬(p ∧ q) ∨ r

≡ ¬p ∧ ¬q ∨ r

≡ ¬p ∨ (¬q ∨ r)

≡ ¬p ∨ (q → r)

≡ p → (q → r)

Deduction rules

Scanned submission received
  • -2 ptCorrectly start with LHS and apply the definition of implication to get ¬(p ∧ q) ∨ r
  • -2 ptCorrectly apply De Morgan's Law to get (¬p ∨ ¬q) ∨ r
  • -2 ptCorrectly apply associativity of disjunction to get ¬p ∨ (¬q ∨ r)
  • -2 ptCorrectly apply the definition of implication to the inner term to get ¬p ∨ (q → r)
  • -2 ptCorrectly apply the definition of implication to the outer term to get p → (q → r) and conclude equivalence with RHS

Drafted score

6 / 10

The student correctly starts with the LHS and applies the definition of implication, but makes a critical error in applying De Morgan’s Law by using conjunction instead of disjunction. The subsequent steps are logically invalid due to this error, although the final answer is correct.

Awaiting instructor decision

Grade AI never finalizes a score. Everything above is a draft until you approve or adjust it.

ApproveAdjust score

A real submission from a discrete math exam — select a step to explore, or let it play through

The review screen

Built for verifying, not clicking.

The fastest part of grading should be agreeing with the machine. Everything on this screen exists to make that judgment take seconds.

The Grade AI review screen showing a graded exam with per-question scores, deduction rules, and an AI comment

01

The original scan, untouched

Every deduction points back to the exact region of the page it came from, so you can verify a score without leaving the review screen.

02

Deduction rules, not vibes

Each point comes off against a named rule from your rubric. Two graders reviewing the same work land on the same number.

03

A comment you can actually send

Feedback is written against what the student did, citing the step where the reasoning broke down.

04

You hold the pen

Scores stay in draft until an instructor approves them. Override anything, and the rubric learns your standard for the rest of the stack.

Inside the panel

Straight from the product.

No renders, no redesign for the website. This is the same review rail your instructors work in.

The deduction rules panel listing five key points for question five, with two marked as missed

Deduction rules

Every point comes off against a named key point from your rubric, each with its own identifier.

The OCR extracted answer panel showing the transcribed proof rendered as typeset mathematics

OCR extracted answer

The handwriting, typeset. Toggle to raw output when you want to see exactly what was read.

The standard comparison panel explaining that De Morgan’s Law was applied incorrectly

Standard comparison

Plain-language reasoning against the reference solution, naming the step where the logic broke.

See the full workflow.

Three minutes, start to finish.

And after grading

Grading is the first app.Not the last.

The same on-premise hardware hosts a growing catalog of AI apps. There's a live mockup of the marketplace on the features page.

Bring us your worst handwriting.

We'll run it on a real exam from your course and show you the output.