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CogniGuide

Instant Moodle Compatible AI Mathematics Quiz Generator

Stop manually formatting tests. Upload your calculus notes, image equations, or prompts, and watch the AI instantly structure complex math quizzes optimized for Moodle integration.

No credit card required

PDF, Word & LMS downloads require Plus or Pro.

Trusted by learners from top universities

University of California, BerkeleyUniversity of MichiganGeorgetown UniversityUniversity of Southern CaliforniaUniversity of Wisconsin-MadisonUniversity of Illinois Urbana-Champaign

Master Mathematics Assessment with AI Precision

Leverage specialized AI to build rigorous, format-ready evaluations that mirror your exact curriculum.

Document-to-Assessment Engine

Input lecture slides, PDFs containing complex mathematical notation (including images), or simple text prompts. Our AI understands context and notation instantly.

Export Precision & Format Mastery

Generate quizzes directly in formats essential for LMS systems, including Moodle XML and QTI 2.1, ensuring seamless, low-effort integration into your learning management system.

Advanced Mathematical Recall Testing

Develop deep understanding through questions featuring detailed explanations for every option, facilitating true active recall for even the most challenging numerical concepts.

From Your Mathematical Source Material to Moodle in Three Steps

Our streamlined process focuses on accuracy and interoperability, saving you hours of manual quiz creation time.

  1. 1

    1. Input Your Mathematics Content

    Upload PDFs, DOCX files, or images containing equations, or simply type a prompt like 'Create a quiz on Abstract Algebra concepts.'

  2. 2

    2. AI Generates Assessment Logic

    Our expert model parses the input, generating diverse question types relevant to advanced mathematics, complete with correct answers and full, step-by-step solution breakdowns.

  3. 3

    3. Practice, Refine, and Export

    Review your AI-created assessment, practice interactively in simulation mode, or export immediately in Moodle XML, QTI 2.1, PDF, or Word formats for offline assignments.

Why AI is the Future for Moodle-Ready Mathematics Quizzes

Creating robust formative assessments in specialized fields like mathematics requires interpretation skill that generic quiz tools lack. Our AI quiz generator leverages deep learning to accurately interpret complex formulas, proofs, and theorems from your source materials, whether they are typed or embedded in images.

  • Ensures fidelity to your specific university syllabus or textbook chapter.
  • Provides necessary pedagogical support via comprehensive explanations.
  • Guarantees compliance with educational technology standards like QTI 2.1.

This expertise means generated assessments are pedagogically sound and perfectly compatible with Moodle integration, giving educators powerful, time-saving assessment tools.

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Frequently Asked Questions about AI Math Quizzing

Quick answers regarding functionality, file support, and LMS compatibility.

How does the AI handle complex mathematical notation in uploaded documents?

Our system is trained to recognize and correctly interpret standard mathematical typesetting found in PDFs and images, translating complex equations and variables into accurate quiz content, which is crucial for high-stakes mathematics assessment.

What file formats are supported for importing mathematics content?

You can upload common academic files including PDF, DOCX, and PowerPoint files. Additionally, you can upload images (like screenshots of handwritten notes or diagrams) containing formulas for the AI to process.

Does the generator support exporting quizzes directly to Moodle?

Yes. We prioritize interoperability for educators. You can export quizzes directly in Moodle XML format or the industry-standard QTI 2.1 format, which imports seamlessly into Moodle and many other modern Learning Management Systems.

Are the quizzes generated suitable for genuine active recall practice?

Absolutely. Every question generated includes detailed explanations for all options, even the incorrect ones are addressed contextually, which forces deeper engagement and supports powerful explanation-based learning.