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Turn your math logic notes into a quiz in minutes

Upload a PDF, slide deck or set of notes on conditionals, truth tables or proofs, and get practice questions with clear explanations for each answer.

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Drop files here or browsePDF, DOCX, PPTX, text or photos of your notes · several files with Plus

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Checking logic skills with quizzes built from your own material

A math logic quiz tests whether you can apply rules such as implication, negation and truth tables, not just recognize them when you read them. Generic practice sets often skip the specific rules your instructor used, so the questions feel unfamiliar on exam day.

Accepts PDF, DOCX, PPTX, plain text notes and photos of pages read with text recognition.
Creates multiple-choice, true/false and short answer questions, each with an explanation.
Includes spaced repetition flashcards and mind maps built from the same material.
Plus exports to PDF and DOCX. Pro adds QTI 2.1 and Moodle XML for course platforms.

Example math logic quiz questions

Is the statement p → q logically equivalent to its contrapositive, not q → not p?Yes, a conditional and its contrapositive always have the same truth value, so they are equivalent.

Is p → q logically equivalent to (not p) or q?Yes, a conditional is false only when p is true and q is false, which matches (not p) or q.

What is the negation of the statement: for all x, P(x)?There exists an x such that not P(x), since the negation of a universal statement is an existential one.

How many rows does a truth table need for three propositional variables?8 rows, because each variable has two possible values, so 2 to the power of 3 gives 8 combinations.

True or false: if a whole number is divisible by 4, then it is even.True, because any multiple of 4 can be written as 4k, which equals 2(2k), so it is even.

Generate the full set

Questions from your material

Upload PDFs, DOCX, PPTX, plain text or photos of pages. The quiz covers the rules and examples in your own course notes.

Three question types

Get multiple-choice, true/false and short answer questions. Each one includes an explanation so you can see why an argument is valid or invalid.

Study in the browser

The free plan includes 3 generations per month and browser study with no credit card needed to start.

How it works

Upload your notes

Add a PDF, slides, a Word file or a photo of your logic notes.

Choose question types

Pick multiple-choice, true/false or short answer, then generate the quiz.

Work through the explanations

Answer each question, read the explanation for every choice, and retry the ones you missed.

Starting from your own lecture slides or notes keeps the quiz aligned with your course. Each question comes with an explanation, which makes it easier to spot the exact step where a proof or equivalence goes wrong.

Quizzes work best when you retake the questions you missed after a day or two. Export to PDF or DOCX on the Plus plan if you want a printed copy, or use QTI 2.1 and Moodle XML on the Pro plan for course platforms.

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Frequently asked questions

How many practice questions should I do before a logic exam?

Aim for a mixed set covering truth tables, equivalences and validity, and keep going until you can answer them without checking the explanation first. Retaking the questions you missed after a day or two helps them stick.

How do I study truth tables without memorizing them?

Build the table row by row, starting with all true and working toward all false, then check each column against the rule for its connective. Quiz yourself on one connective at a time until the rules feel automatic.

Can I export the quiz to Moodle or QTI?

Yes, QTI 2.1 and Moodle XML export are included in the Pro plan at $14.99 per month. PDF and DOCX export are on the Plus plan at $39 per year or $7.99 per month.

Is there a free plan to try it first?

Yes, the free plan gives you 3 generations per month and lets you study in the browser, and no credit card is needed to start. Students with a school email get 40% off paid plans.

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