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Turn your Edexcel Higher notes into GCSE maths flashcards

Upload your own Higher tier notes, slides or past paper PDFs and get flashcards for formulas, methods and key terms, then review them with spaced repetition.

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How to use GCSE maths flashcards for Higher tier

Printable sets can help, but GCSE maths flashcards for Higher Edexcel papers work best when they come from your own class notes and past papers, because those reflect the topics your teacher actually covers.

Use a card for each formula, with the rule on the back and a sample calculation beside it.
Make cards from past paper mistakes so you do not repeat the same error in the real exam.
Keep Higher tier topics such as trigonometry and quadratics in their own sets so you can review them separately.
Check answers by working the problem on paper first, then turning the card over.

Example GCSE Higher Edexcel maths flashcards

State Pythagoras' theorem for a right-angled triangle.a squared plus b squared equals c squared, where c is the hypotenuse, the longest side opposite the right angle.

State the quadratic formula.x equals negative b plus or minus the square root of b squared minus 4ac, all divided by 2a, which solves any quadratic in the form ax squared plus bx plus c equals 0.

What are the SOHCAHTOA ratios?sin equals opposite over hypotenuse, cos equals adjacent over hypotenuse, and tan equals opposite over adjacent, used to find unknown sides or angles in right-angled triangles.

Write the compound interest formula with a percentage rate r.A equals P times (1 plus r over 100) to the power n, where P is the principal, r is the annual rate and n is the number of years.

What is the gradient formula for a straight line through two points?m equals (y2 minus y1) over (x2 minus x1), the change in y divided by the change in x between the two points.

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Built from your own material

Upload PDFs, PowerPoint slides, Word notes or photos of textbook pages and get cards that match your class and your exam board.

Spaced repetition

Cards you find hard come back sooner, so formulas like the quadratic formula and trig ratios stick before the exam.

Formulas and methods on cards

Each card targets one formula, method or definition, so you can practice recall rather than rereading long notes.

How it works

Upload your Higher revision material

Add a topic PDF, a slide deck, typed notes or a photo of a worked example from your Edexcel Higher course.

Review the generated cards

Check the flashcards, remove anything you do not need and keep the ones that match your specification.

Study a little at a time

Work through your due cards each day, and let spaced repetition bring back the ones you keep missing.

Good maths cards test method as well as memory. Put a short question or a formula name on the front, and on the back write the rule and one worked step, such as the sine rule or completing the square. Then try the problem from memory after a gap.

Build separate sets for each topic, such as algebra, geometry and statistics, instead of one huge deck. Smaller sets are easier to finish and make it clearer where your weak spots are before a mock exam.

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Frequently asked questions

How many flashcards should I make for GCSE maths revision?

Aim for one card per formula, method or definition rather than fixing a total number. Smaller topic-based sets are easier to review regularly than one long deck.

How should I use flashcards for Edexcel Higher maths problems?

Put the question type or formula name on the front and the method steps on the back. Try the problem on paper before you turn the card over, then retry the cards you got wrong after a few days.

Can I export my GCSE maths flashcards to Anki?

Yes, Anki export is included in the Plus plan, along with PDF, DOCX and CSV export. The free plan lets you study in the browser but does not include exports.

Is there a free plan to try DeckOwl first?

The free plan includes 3 generations per month and browser study, and you do not need a credit card to start. Students get 40% off Plus with a school email.

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Review the main ideas visually or practice recalling them.