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CCEA GCSE Mathematics

GCSE · CCEAMathematics462 cards

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Flashcards for CCEA GCSE Mathematics (2210), split into the two units a candidate sits: the content unit (Units M1 to M4) and the completion test (Units M5 to M8), then by topic. Higher-tier cards say so. A last subdeck covers when to use each formula printed on the exam's formula sheet.

Adding it gives you your own copy, with every subdeck below. Each card then comes back just before you would forget it, and every one you get right or wrong counts towards your mastery of its topic. You can delete or suspend the parts you are not studying once it is yours.

What is inside (42 subdecks)

  • The completion test (M5 to M8)141 cards
    • 1. Estimation, ratio and proportion10 cards
    • 2. Sequences and real-life graphs12 cards
    • 3. Imperial units, scales and maps9 cards
    • 4. Angle facts, transformations and constructions25 cards
    • 5. Probability basics13 cards
    • 6. Number systems and further algebra13 cards
    • 7. Relative frequency3 cards
    • 8. Surds, standard form and index laws14 cards
    • 9. Simultaneous equations and inequalities4 cards
    • 10. Sketching and solving with graphs9 cards
    • 11. Growth, decay and inverse proportion11 cards
    • 12. Further transformations and similarity8 cards
    • 13. Sine rule, cosine rule and 3D trigonometry5 cards
    • 14. Counting and combined probability5 cards
  • The content unit (M1 to M4)314 cards
    • 1. Directed numbers and order of operations25 cards
    • 2. Place value, rounding and decimals13 cards
    • 3. Fractions13 cards
    • 4. Percentages and financial maths37 cards
    • 5. Factors, multiples and index laws12 cards
    • 6. Algebraic notation and expressions15 cards
    • 7. Linear equations6 cards
    • 8. Coordinates and straight-line graphs11 cards
    • 9. Angles and polygons16 cards
    • 10. Triangles, quadrilaterals and circles20 cards
    • 11. 3D shapes, nets, plans and elevations13 cards
    • 12. Units, measures and estimation9 cards
    • 13. Perimeter, area and volume11 cards
    • 14. Pythagoras' theorem5 cards
    • 15. Collecting and sorting data10 cards
    • 16. Averages, tables and charts21 cards
    • 17. Scatter graphs and correlation11 cards
    • 18. Bounds6 cards
    • 19. Equations, identities and quadratics11 cards
    • 20. Straight lines: gradients and equations5 cards
    • 21. Circles, arcs, sectors and compound measures12 cards
    • 22. Right-angled trigonometry9 cards
    • 23. Cumulative frequency and box plots7 cards
    • 24. Circle theorems and complex mensuration11 cards
    • 25. Histograms and stratified sampling5 cards
  • The formula sheet7 cards

Some of its cards

  • How do you solve two linear simultaneous equations algebraically?
    Multiply one or both equations so a variable matches, then add or subtract to eliminate it, or substitute one equation into the other
  • Frustum
    A cone or pyramid with the top cut off by a plane parallel to its base
  • How many quadrants does a full coordinate grid have?
    4
  • What does the position of a digit after the decimal point show?
    Its place value: tenths, hundredths, thousandths and so on
  • What is the product rule for counting?
    If one task can be done in mm ways and a second in nn ways, both together can be done in m×nm \times n ways
  • What is a sensible way to estimate a measurement, such as the height of a door?
    Compare it with something of a known size
  • How do you set up a growth or decay problem, such as compound interest?
    Multiply the starting amount by the growth or decay multiplier, raised to the power of the number of time periods
  • Hypotenuse
    The longest side of a right-angled triangle, opposite the right angle
  • What is the difference between an equation and an identity?
    An equation is only true for particular values of the unknown; an identity is true for every value
  • A number that divides exactly into another number, the same as a factor
    Divisor

And 452 more once you add the deck.