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OCR GCSE Mathematics

GCSE · OCRMathematics564 cards

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Flashcards for OCR GCSE Mathematics (J560), split into the specification's twelve numbered content areas, in order. Higher-tier cards say so. OCR gives no formulae sheet in the exam, so every formula candidates must recall, including Pythagoras, the trigonometric ratios, the quadratic formula and the sine and cosine rules, has its own recall card; a sphere, cone or pyramid's volume and surface area formulae are given in the question, so those get cards on when and how to use them instead.

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 (49 subdecks)

  • OCR 1 Number operations and integers44 cards
    • 1.01 to 1.04 Integer arithmetic and number theory44 cards
  • OCR 2 Fractions, decimals and percentages41 cards
    • 2.01 Fractions14 cards
    • 2.02 Decimal fractions11 cards
    • 2.03 and 2.04 Percentages and ordering16 cards
  • OCR 3 Indices and surds35 cards
    • 3.01 Powers, roots and indices15 cards
    • 3.02 Standard form8 cards
    • 3.03 Exact calculations and surds12 cards
  • OCR 4 Approximation and estimation16 cards
    • 4.01 Approximation and estimation16 cards
  • OCR 5 Ratio, proportion and rates of change28 cards
    • 5.01 Ratio11 cards
    • 5.02 Direct and inverse proportion8 cards
    • 5.03 Growth and decay9 cards
  • OCR 6 Algebra92 cards
    • 6.01 Algebraic expressions38 cards
    • 6.02 Algebraic formulae20 cards
    • 6.03 Algebraic equations15 cards
    • 6.04 Algebraic inequalities7 cards
    • 6.05 and 6.06 Functions and sequences12 cards
  • OCR 7 Graphs of equations and functions37 cards
    • 7.01 Graphs of equations and functions14 cards
    • 7.02 Straight line graphs10 cards
    • 7.03 Transformations of curves4 cards
    • 7.04 Interpreting graphs9 cards
  • OCR 8 Basic geometry98 cards
    • 8.01 Geometric conventions and terms42 cards
    • 8.02 Ruler and compass constructions12 cards
    • 8.03 and 8.04 Angle facts and polygon properties25 cards
    • 8.05 Circles19 cards
  • OCR 9 Congruence and similarity38 cards
    • 9.01 Transformations9 cards
    • 9.02 Congruence10 cards
    • 9.03 Vectors8 cards
    • 9.04 Similarity11 cards
  • OCR 10 Mensuration59 cards
    • 10.01 Units and measurement8 cards
    • 10.02 and 10.03 Perimeter and area16 cards
    • 10.04 Volume and surface area6 cards
    • 10.05 Triangle mensuration29 cards
  • OCR 11 Probability29 cards
    • 11.01 Basic probability10 cards
    • 11.02 Combined events and probability diagrams19 cards
  • OCR 12 Statistics47 cards
    • 12.01 Sampling6 cards
    • 12.02 Interpreting and representing data9 cards
    • 12.03 Analysing data32 cards

Some of its cards

  • How do you solve a linear inequality in one variable?
    Treat it like an equation, but reverse the inequality sign if you multiply or divide by a negative number
  • How do you use a table or grid to find the probability of a combined event, such as the total from two dice?
    List every possible outcome in the grid, then count how many give the result you want out of the total number of outcomes
  • What does it mean for two shapes to be congruent?
    They are exactly the same size and shape, so one can be moved, turned or reflected exactly onto the other
  • How do you turn a real-world description into an algebraic expression?
    Represent the unknown quantity with a letter, then write the operations described in words using that letter
  • An angle less than 90 degrees
    Acute angle
  • How do you construct the perpendicular bisector of a line segment?
    Set compasses to more than half the line's length, draw arcs from each end that cross above and below the line, then join the two crossing points
  • A collection of terms combined with operations, with no equals sign, such as 3x+23x + 2
    Expression (in algebra)
  • What does a−na^{-n} mean?
    The reciprocal of the positive power: a−n=1ana^{-n} = \frac{1}{a^n}
  • What does the gradient of a distance-time graph represent?
    Speed
  • How do you check that two fractions are equivalent?
    Simplify both fully and see whether they give the same value

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