Notation that survives everywhere
Questions use x², 10⁻³, √, π and × as ordinary characters instead of LaTeX, so they read the same on a phone, in a Word file and in a Kahoot export.
For maths teachers and tutors
Type a topic or upload the worksheet you already use. Powers and roots come out as x², 10⁻³ and √, students can type x^2 and still be marked right, and a second AI re-solves the answer key before you share the link.
The same flow whether you start from nothing or from a sheet you trust.
Type something like “expanding double brackets, Year 9”, paste your questions, upload a PDF, or take a photo of a printed worksheet.
“Turn my worksheet into a quiz” keeps your numbers and wording. “New questions from my content” writes fresh practice on the same skill.
A second AI solves the questions again without seeing the key. Anything it confidently disagrees with is marked “Check this answer”, with its working.
Send a link students open without an account, download a Word copy with the answer key, or export to Kahoot, Quizlet and other platforms.
Notation, typed answers and answer keys are where maths quizzes go wrong.
Questions use x², 10⁻³, √, π and × as ordinary characters instead of LaTeX, so they read the same on a phone, in a Word file and in a Kahoot export.
Typed answers are converted on both sides before marking, so x^2 matches x², sqrt(144) matches √144 and * matches ×.
Worksheet mode keeps each exercise's wording, values and order, and never pads a short sheet with invented questions.
Multiple choice, multi-select and true/false questions are solved again blind; short-answer and fill-in-the-blank keys are judged. Disagreements are flagged.
While editing, one tap inserts ², ⁻, √, π, ≤ or ½ where your cursor is. “Tidy powers” turns x^2-style text in older quizzes into x².
Each answer comes with an explanation students read after they finish. In worksheet mode the AI is told to work every answer out step by step and show it briefly.
Language models tend to put the correct option in the same few places, so choices are shuffled before the quiz is saved, and can be reshuffled for each student.
The AI menu on a question makes it easier or harder or writes new wrong answers. “Make a version” builds a support or stretch copy of the whole quiz.
Examples
Written by hand, not generated. These six questions were written and checked by hand to show the format, the notation and the kind of wrong answers that make a maths question worth asking. They are not AI output. Generated questions look like this, but they need the same read-through before you share them.
Example 1 · Multiple choice
Simplify (x³)².
Explanation: A power of a power multiplies the indices: 3 × 2 = 6. Each wrong option is a real mistake: x⁵ adds the indices, x⁹ squares the 3, and 2x³ doubles instead of squaring.
Example 2 · Short answer
Expand and simplify (x + 3)².
Answer: x² + 6x + 9
Explanation: (x + 3)(x + 3) = x² + 3x + 3x + 9 = x² + 6x + 9. A student who types x^2+6x+9 is marked correct; x² + 9, the classic slip, is not.
Example 3 · Fill in the blank
3/4 = ___/20
Answer: 15
Explanation: The denominator was multiplied by 5 (4 × 5 = 20), so the numerator must be too: 3 × 5 = 15.
Example 4 · True or false
√0.09 = 0.3
Answer: True
Explanation: 0.3 × 0.3 = 0.09. Many students say 0.03, because they take the root of 9 and keep both decimal places.
Example 5 · Ordering
Put these in order, smallest first: 2/3, 0.6, 0.65, 5/8
Answer: 0.6, 5/8, 0.65, 2/3
Explanation: As decimals: 0.6, 0.625, 0.65 and 0.666… Writing every value the same way first is the step that makes this easy.
Example 6 · Multiple choice
A jacket costs $40 after a 20% discount. What was the original price?
Explanation: $40 is 80% of the original, so the original is 40 ÷ 0.8 = $50. $48 comes from adding 20% of $40, the most common wrong method; $32 takes the discount off a second time.
In detail
A history quiz with one clumsy question still works. A maths quiz with one wrong sign in the answer key tells the student who got it right that they are wrong, and that is the student most likely to stop trusting the homework. Maths also breaks in places other subjects don't: notation that looks fine in one tool turns into \frac{3}{4} or x^2 in the next, and the same answer can be typed half a dozen ways.
So the generator is set up around those three problems. Every generator is told to write powers, roots and operators as real characters (x², 10⁻³, √, ×, ÷) rather than LaTeX, and anything that still comes back as x^2 or simple LaTeX is converted before the quiz is saved. The result is plain text, so it shows the same on the student's phone, in a Word download, in a Kahoot or Quizlet export and in a quiz video. Typed answers are compared after converting both sides to one form, so a student on a laptop can type x^2 or sqrt(49) without being marked wrong for the keyboard they have. And the answer key gets a second, independent solve before you send anything.
Most maths teachers and tutors already have sheets they trust: twenty equations in a deliberate order, a page of percentage problems with the traps they want students to meet. Upload the PDF or a photo of the printed sheet, or paste the text, and choose “Turn my worksheet into a quiz”. The AI is told to keep each question's wording, numbers, units and expressions exactly as written, in your order. Sub-parts (a, b, c) may each become a question. If the sheet has eight exercises you get eight questions, not fifteen with seven invented ones.
For each question it works the answer out step by step, checking brackets, signs and order of operations, and puts the working briefly into the explanation. Where you pick multiple choice and the sheet gives no options, it adds wrong answers based on common mistakes. A PDF that is a scan with no text layer is read as images instead, the first 8 pages of it. The optional instructions box (up to 500 characters) takes things like “only questions 1 to 10” or “answers to 2 decimal places”. On the free plan a quiz holds up to 15 questions; on Pro, up to 50.
When you want new practice on the same skill rather than the same sheet, switch to “New questions from my content” or just type the topic and level.
Language models are better at sounding right than at arithmetic. The mistakes worth looking for are predictable: a slip in the middle of a multi-step calculation, a dropped minus sign, a rounding rule the question never states, two options that are secretly equal (0.5 and 1/2), and questions that only make sense with a diagram the quiz cannot show.
After a quiz is generated from a topic, text, PDF, photo or link, a separate reasoning model solves the multiple choice, multi-select and true/false questions again without seeing the key, and judges the keys of short-answer and fill-in-the-blank questions. It only flags a question when it is confident it disagrees, and shows its working so you can decide in a few seconds. It is a safety net, not a guarantee: no flag does not prove a key is right, matching and ordering questions are not checked, and a question you change later with the AI menu is not checked again. Read a maths quiz once before it goes out, the way you would read a worksheet.
Multiple choice is the most useful type for diagnosing: when the wrong options are built from real misconceptions, the results show you which mistake the class made, not just that they made one. Short answer suits a single number or expression. Fill in the blank works for equivalent fractions and missing steps, and ordering works for comparing fractions, decimals and percentages. True or false is quick but a student can guess half of them, so keep it for statements that test a specific misconception.
Two things to know about typed answers. The marker compares text, not value, so 0.5 and 1/2 are different answers unless you add the second as an accepted answer in the editor. Numbers must match exactly, sign and decimal point included, so -3 is not accepted for 3 and 2.5 is not accepted for 25; small spelling slips in words are still forgiven.
There is no LaTeX rendering. Fractions are written on one line, like 3/4 or (x + 1)/2, and there are no stacked fractions, matrices or long display equations; keep expressions short or describe a step in words. Questions are text only: the generator does not draw graphs, shapes, number lines or diagrams, and it cannot attach an image to a question. When a photographed sheet contains a diagram, the AI reads it and describes what it shows, but the quiz will not include the picture, so a geometry question that depends on a figure needs rewriting to give the measurements in words.
Not everything needs AI. The free math worksheet generator makes printable addition, subtraction, multiplication, division and mixed worksheets with an answer key, and has a multiplication chart and a number line maker on the same page. The fraction calculator shows its steps, and the percentage calculator handles increases, decreases and changes. All three run in the browser, with no sign-up.
Whether you're a teacher, student, or trainer
Five questions on yesterday's skill, shared as a link and marked before the lesson moves on.
Turn the sheet you would have printed into a quiz that marks itself and explains each answer.
A mixed topic quiz before a test, then a support or stretch version for the students who need it.
Send one link after the lesson and open the results before the next one.
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