Skip to content
cookie
Shared flashcard decks

Edexcel GCSE Mathematics

GCSE · EdexcelMathematics618 cards

More for Edexcel GCSE Mathematics

Picked for the same course from what people use most, and all of it can be read without an account.

Everything for Maths

Looking for help with Maths?

Cookie Tutoring, our own tutoring service, may have tutors for Maths. Lessons are live and one to one, and the first 15 minutes with any tutor is free.

Find a tutor

Flashcards for Pearson Edexcel GCSE Mathematics (1MA1), split into the specification's six content areas and then by its numbered points in order, since any of the three papers can ask about anything. Higher-tier cards say so. Formulae printed on the exam's formulae sheet get cards on when to use them, not on reciting them.

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 (54 subdecks)

  • 1 Number105 cards
    • N1 to N3 Ordering and operations15 cards
    • N4 Primes, factors and multiples22 cards
    • N5 Systematic listing and the product rule6 cards
    • N6 and N7 Powers, roots and indices14 cards
    • N8 Exact calculation and surds12 cards
    • N9 Standard form7 cards
    • N10 to N12 Fractions, decimals and percentages10 cards
    • N13 to N16 Estimation and accuracy19 cards
  • 2 Algebra159 cards
    • A1 to A3 Notation and vocabulary16 cards
    • A4 Simplifying, expanding and factorising17 cards
    • A5 and A6 Formulae, identities and proof12 cards
    • A7 Functions8 cards
    • A8 to A10 Coordinates and straight lines12 cards
    • A11 to A13 Graphs of functions27 cards
    • A14 and A15 Graphs in context9 cards
    • A16 Equation of a circle5 cards
    • A17 to A19 Solving equations13 cards
    • A20 Iteration5 cards
    • A21 and A22 Forming equations and inequalities14 cards
    • A23 to A25 Sequences21 cards
  • 3 Ratio, proportion and rates of change59 cards
    • R1 Converting units7 cards
    • R2 Scales and maps3 cards
    • R3 to R8 Fractions, ratio and proportion10 cards
    • R9 Percentages10 cards
    • R10 Direct and inverse proportion14 cards
    • R11 Compound measures6 cards
    • R15 Rates of change on curves4 cards
    • R16 Growth and decay5 cards
  • 4 Geometry and measures189 cards
    • G1 Conventions and notation7 cards
    • G2 Constructions and loci11 cards
    • G3 Angles and polygons18 cards
    • G4 Quadrilaterals and triangles16 cards
    • G5 and G6 Congruence and geometric proof12 cards
    • G7 and G8 Transformations16 cards
    • G9 and G10 Circles and circle theorems22 cards
    • G11 to G13 Coordinates and 3D shapes12 cards
    • G14 and G15 Measuring and bearings6 cards
    • G16 to G18 Area, volume and circles16 cards
    • G19 Similarity10 cards
    • G20 to G23 Pythagoras and trigonometry34 cards
    • G24 and G25 Vectors9 cards
  • 5 Probability43 cards
    • P1 to P5 Probability and expected outcomes16 cards
    • P6 to P8 Combined events21 cards
    • P9 Conditional probability6 cards
  • 6 Statistics63 cards
    • S1 and S5 Samples and populations11 cards
    • S2 and S3 Charts and diagrams18 cards
    • S4 Averages and spread19 cards
    • S6 Scatter graphs and correlation15 cards

Some of its cards

  • A collection of terms with no equals sign, such as 3x+23x + 2
    Expression
  • What do probabilities of 0 and 1 mean?
    0 means impossible and 1 means certain.
  • How is compound interest different from simple interest?
    Compound interest is also paid on interest already earned, so the amount added grows each year.
  • What does a map scale of 1 : 50 000 mean?
    1 cm on the map stands for 50 000 cm (500 m) on the ground.
  • What fraction is 0.375?
    38\frac{3}{8}
  • What does 'give your answer in terms of π\pi' mean?
    Leave π\pi as a symbol, as in 25π25\pi, instead of using a decimal value.
  • What does the symbol ≠\neq mean?
    Is not equal to
  • What is the area of a triangle?
    12×base×perpendicular height\frac{1}{2} \times \text{base} \times \text{perpendicular height}
  • Which side of a right-angled triangle is the hypotenuse?
    The longest side, opposite the right angle
  • How do you estimate the answer to a calculation?
    Round every number to 1 significant figure, then work it out.

And 608 more once you add the deck.