Cambridge IGCSE International Mathematics 2nd edition
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Description
Contents
Reviews
Language
English
ISBN
9781510420472
Cover
Title Page
Copyright
Contents
Introduction
Topic 0 Introduction to the graphics calculator
Section 1 The history of the calculator
Section 2 The graphics calculator
Section 3 Plotting graphs
Section 4 Tables of results
Section 5 Lists
Topic 1 Number
Chapter 1 Vocabulary for sets of numbers
Chapter 2 Calculations and order of operations
Chapter 3 Fractions, decimals and percentages
Chapter 4 Further percentages
Chapter 5 Ratio and proportion
Chapter 6 Approximation and rounding
Chapter 7 Standard form
Chapter 8 Surds
Chapter 9 Speed, distance and time
Chapter 10 Investigations, modelling and ICT
Chapter 11 Student assessments
Topic 2 Algebra
Chapter 12 Algebraic representation and manipulation
Chapter 13 Further algebraic representation and manipulation
Chapter 14 Linear and simultaneous equations
Chapter 15 Solving quadratic equations
Chapter 16 Using a graphics calculator to solve equations
Chapter 17 Linear inequalities
Chapter 18 Laws of indices
Chapter 19 Fractional indices
Chapter 20 Sequences
Chapter 21 Direct and inverse variation
Chapter 22 Investigations, modelling and ICT
Chapter 23 Student assessments
Topic 3 Functions
Chapter 24 Function notation
Chapter 25 Recognising graphs of common functions
Chapter 26 Transformation of graphs
Chapter 27 Using a graphics calculator to sketch and analyse functions
Chapter 28 Finding a quadratic function from key values
Chapter 29 Finding the equation of other common functions
Chapter 30 Composite functions
Chapter 31 Inverse functions
Chapter 32 Logarithmic functions
Chapter 33 Investigations, modelling and ICT
Chapter 34 Student assessments
Topic 4 Coordinate geometry
Chapter 35 Coordinates
Chapter 36 Line segments
Chapter 37 Equation of a straight line
Chapter 38 Investigations, modelling and ICT
Chapter 39 Student assessments
Topic 5 Geometry
Chapter 40 Geometrical vocabulary
Chapter 41 Symmetry
Chapter 42 Measuring angles
Chapter 43 Angle properties
Chapter 44 Pythagoras’ theorem
Chapter 45 Similarity
Chapter 46 Properties of circles
Chapter 47 Investigations, modelling and ICT
Chapter 48 Student assessments
Topic 6 Vectors and transformations
Chapter 49 Simple vectors
Chapter 50 Magnitude of a vector
Chapter 51 Transformations
Chapter 52 Further transformations
Chapter 53 Investigations, modelling and ICT
Chapter 54 Student assessments
Topic 7 Mensuration
Chapter 55 Measures
Chapter 56 Perimeter and area of simple plane shapes
Chapter 57 Circumference and area of a circle
Chapter 58 Arc length and area of a sector
Chapter 59 Area and volume of further plane shapes and prisms
Chapter 60 Surface area and volume of other solids
Chapter 61 Investigations, modelling and ICT
Chapter 62 Student assessments
Topic 8 Trigonometry
Chapter 63 Sine, cosine and tangent ratios
Chapter 64 Special angles and their trigonometric ratios
Chapter 65 The sine and cosine rules
Chapter 66 Applications of trigonometry
Chapter 67 Trigonometric graphs, properties and transformations
Chapter 68 Investigations, modelling and ICT
Chapter 69 Student assessments
Topic 9 Sets
Chapter 70 Sets, subsets and Venn diagrams
Chapter 71 Investigations, modelling and ICT
Chapter 72 Student assessments
Topic 10 Probability
Chapter 73 Theoretical probability
Chapter 74 Tree diagrams
Chapter 75 Use of Venn diagrams in probability
Chapter 76 Laws of probability
Chapter 77 Experimental probability
Chapter 78 Investigations, modelling and ICT
Chapter 79 Student assessments
Topic 11 Statistics
Chapter 80 Basic graphs and charts
Chapter 81 Stem-and-leaf diagrams
Chapter 82 Averages and ranges
Chapter 83 Cumulative frequency
Chapter 84 Scatter diagrams, correlation and lines of best fit
Chapter 85 Investigations, modelling and ICT
Chapter 86 Student assessments
Index
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