**Description**
**This title is endorsed by
Cambridge Assessment International Education**

- Supports the full Cambridge IGCSE® International Mathematics
Syllabus (0607) for examination from 2020.
- Has passed Cambridge International’s rigorous quality-assurance
process.
- Developed by subject experts.
- For Cambridge schools worldwide.

Advance mathematical studies
using technology to its full potential; trust an experienced team of authors
offering advice on how to apply the crucial mathematical techniques covered in
the revised Cambridge IGCSE® International Mathematics syllabus (0607).

**Build confidence** with fully
updated and illustrated step-by-step instructions on the use of both Casio and
Texas graphics calculators.**Consolidate and practise** using worked
examples, exercises and exam-style assessments with full solutions and
additional material online.**Prepare for further study** with a course
that neatly leads into studying Mathematics at International A level and IB
Diploma level.

**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: Li near
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 prism • 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

**Target Audience:**

This textbook is written for the
latest Cambridge IGCSE® International Mathematics syllabus.