Cambridge International Mathematics

(Tina Sui) #1

sin log


sin log



  • F Properties of surds

  • G Multiplication of surds

  • H Division by surds

    • Review set 6A

    • Review set 6B



  • A Formula substitution

  • B Formula rearrangement

  • C Formula derivation

  • D More difficult rearrangements

  • E Simul eous equations

  • F Problem solving

    • Review set 7A

    • Review set 7B



  • A Pythagoras’ theorem

  • B The converse of Pythagoras’ theorem

  • C Problem solving

  • D Circle problems

  • E Three-dimensional problems

    • Review set 8A

    • Review set 8B



  • A Length

  • B Perimeter

  • C Area

  • D Circles and tors

    • Review set 9A

    • Review set 9B



  • A Percentage

  • B Profit and loss

  • C Simple interest

  • D Reverse percentage problems

  • E Multipliers and chain percentage

  • F Compound growth

  • G Speed, dis ce and time

  • H Travel graphs

    • Review set 10A

    • Review set 10B



  • A Surface area

  • B Volume

    • EQUATIONS 7 FORMULAE AND SIMULTANEOUS



  • 8 THE THEOREM OF PYTHAGORAS

    • (LENGTH AND AREA) 9 MENSURATION



  • 10 TOPICS IN ARITHMETIC

    • (SOLIDS AND CONTAINERS) 11 MENSURATION

      • C Capacity

      • D Mass

      • E Compound solids

        • Review set 11A

        • Review set 11B



      • A Plotting points

      • B Dis ce between two points

      • C Midpoint of a line segment

      • D Gradient of a line segment

        • perpendicular lines E Gradient of parallel and



      • F U g coordinate geometry

        • Review set 12A

        • Review set 12B



      • A Variables used in statistics

      • B Organi g and describing discrete data

      • C The centre of a discrete data set

      • D Measuring the spread of discrete data

      • E Data in frequency tables

      • F Grouped discrete data

      • G Statistics from techno y

        • Review set 13A

        • Review set 13B



      • A Vertical and horizontal lines

      • B Graphing from a table of values

        • (gradient-intercept form) C Equations of lines



      • D Equations of lines (general form)

      • E Graphing lines from equations

      • F Lines of symmetry

        • Review set 14A

        • Review set 14B



      • A Labelling sides of a right angled triangle

      • B The trigonometric ratios

      • C Problem solving

      • D The first quadrant of the unit circle

      • E True bearings

      • F 3-dimensional problem solving

        • Review set 15A

        • Review set 15B



      • A Simplifying algebraic fractions

      • 12 COORDINATE GEOMETRY log

      • 13 ANALYSIS OF DISCRETE DATA

      • 14 STRAIGHT LINES

      • 15 TRIGONOMETRY

      • 16 ALGEBRAIC FRACTIONS

        • IGCSE







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    • Table of contents

      • fractions B Multiplying and dividing algebraic

      • fractions C Adding and subtracting algebraic



    • D More complicated fractions

      • Review set 16A

      • Review set 16B



    • A The mean of continuous data

    • B Histograms

    • C Cumulative frequency

      • Review set 17A

      • Review set 17B



    • A Similarity

    • B Similar triangles

    • C Problem solving

    • D Area and volume of similar shapes

      • Review set 18A

      • Review set 18B



    • A Mapping diagrams

    • B Functions

    • C Function notation

    • D Composite functions

    • E Reciprocal functions

    • F The absolute value function

      • Review set 19A

      • Review set 19B



    • A Translations

    • B Rotations

    • C Reflections

    • D Enlargements and reductions

    • E Stretches

    • F Transforming functions

    • G The inverse of a transformation

    • H Combinations of transformations

      • Review set 20A

      • Review set 20B



    • A Quadratic equations

    • B The Null Factor law

    • C The quadratic formula

    • D Quadratic functions

    • 17 CONTINUOUS DATA

    • 18 SIMILARITY

    • 19 INTRODUCTION TO FUNCTIONS

    • 20 TRANSFORMATION GEOMETRY

      • FUNCTIONS 21 QUADRATIC EQUATIONS AND

        • E Graphs of quadratic functions

        • F Axes intercepts

        • G Line of symmetry and vertex

        • H Finding a quadratic function

        • I U g techno y

        • J Problem solving

          • Review set 21A

          • Review set 21B



        • A Correlation

        • B Line of best fit by eye

        • C Linear regression

          • Review set 22A

          • Review set 22B



        • A Cubic functions

        • B Inverse functions

        • C U g techno y

        • D Tangents to curves

          • Review set 23A

          • Review set 23B



        • A Directed line segment representation

        • B Vector equality

        • C Vector addition

        • D Vector subtraction

        • E Vectors in component form

        • F Scalar multiplication

        • G Parallel vectors

        • H Vectors in geometry

          • Review set 24A

          • Review set 24B



        • A Introduction to probability

        • B Estimating probability

        • C Probabilities from two-way tables

        • D Expectation

        • E Representing combined events

        • F Theoretical probability

        • G Compound events

        • H U g tree diagrams

        • I Sampling with and without replacement

          • non-mutually exclusive events J Mutually exclusive and



        • K Miscellaneous probability questions

          • Review set 25A

          • Review set 25B



        • 22 TWO VARIABLE ANALYSIS sin

        • 23 FURTHER FUNCTIONS

        • 24 VECTORS

        • 25 PROBABILITY

          • IGCSE









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