Turn your math notes into a variations quiz in minutes
Printed worksheets rarely match what your class covered. Upload your own notes, slides or PDFs and DeckOwl writes practice questions on the exact variations topics in your course.
How a math variations quiz helps you study
Variations problems, such as choosing an ordered podium or counting passcodes, trip up many students because the rule for repetition changes the formula. A math variations quiz built from your own lecture notes lets you practice exactly the cases your course covers.
- Practice ordered selections with and without repetition
- Check your answers against explanations written from your notes
- Spot whether a problem asks for variations or combinations
- Repeat missed questions in the browser on the free plan
Questions from your material
Upload a PDF, DOCX, PPTX, plain-text notes or a photo of a page, and the quiz is built only from that content.
Three question types
Get multiple-choice, true/false and short-answer questions, so you can test both formulas and reasoning about repetition.
Explanations for every answer
Each question includes an explanation, so a wrong answer shows you which step to check, such as whether order matters.
How it works
Upload your notes
Add a PDF, slide deck, document or plain-text notes on permutations, variations or counting.
Choose the question type
Pick multiple-choice, true/false or short-answer questions and generate the quiz.
Practice and review
Answer in the browser, read the explanations and repeat the questions you missed.
Good practice mixes both cases, with and without repetition, so you learn to read the wording before picking a formula. Each question comes with an explanation, so a wrong answer points you to the step to recheck.
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Frequently asked questions
What is the difference between variations and combinations?
Variations count ordered selections of k items from n, so the order of the chosen items matters. Combinations count unordered selections, so choosing A then B is the same as choosing B then A.
How do I count variations without repetition?
Use the formula n!/(n-k)!, which equals n x (n-1) x ... over k factors. For example, choosing 3 people from 8 in ranked order gives 8 x 7 x 6 = 336.
Can I export the quiz to QTI or Moodle XML?
Yes, QTI 2.1 and Moodle XML export are included in the Pro plan. Plus includes PDF, DOCX, Anki and CSV export.
Is there a free plan to try it?
Yes, the free plan includes 3 generations per month and studying in the browser, and no credit card is needed to start. Exports are available on paid plans.
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