CXC Study Guide: Mathematics for CSEC
$17.49

CXC Study Guide: Mathematics for CSEC

By Andrew Manning, Ava Mothersill, Marcus Caine, Angella Finlay, Patricia George
US$ 17.49
Book Description

Developed exclusively with the Caribbean Examinations Council, this Study Guide will provide you with the support to maximise your performance in CSEC Mathematics. Written by a team of experts in the syllabus and the examination, this Study Guide covers all the essential information in an easy-to-use double page spread format and with online support. Each topic begins with key learning outcomes and contains a range of features to enhance your study of the
subject.

Table of Contents
  • Front Cover
  • Title Page
  • Contents
  • Introduction
  • 1 Number theory, computation, sets and consumer arithmetic
    • 1.1 types of number
    • 1.2 Highest common factor and lowest common multiple
    • 1.3 operations with real numbers: natural numbers and decimals
    • 1.4 operations with real numbers: fractions
    • 1.5 Real numbers
    • 1.6 money … more or less
    • 1.7 Working with ratios
    • 1.8 Standard form and indices
    • 1.9 ordering, patterns and sequences
    • 1.10 Properties of numbers and operations
    • 1.11 Bases
    • 1.12 Interest, appreciation and depreciation
    • 1.13 measures
    • 1.14 earning and spending money
    • 1.15 Sets
    • 1.16 combining sets
    • 1.17 Venn diagrams
    • module 1 Practice exam questions
  • 2 Measurement and statistics
    • 2.1 Estimating area and scale drawing
    • 2.2 Perimeter and area
    • 2.3 circles
    • 2.4 Surface area
    • 2.5 Volume
    • 2.6 units of measurement
    • 2.7 time, distance and speed
    • 2.8 measurement and accuracy
    • 2.9 Data
    • 2.10 Displaying information (1)
    • 2.11 Displaying information (2)
    • 2.12 measures of central tendency
    • 2.13 grouped data
    • 2.14 Which average?
    • 2.15 measures of dispersion
    • 2.16 cumulative frequency
    • 2.17 Summary statistics
    • 2.18 Probability
    • 2.19 Probability theory
    • 2.20 combining probabilities
    • Module 2 Practice exam questions
  • 3 Algebra and relations, functions and graphs
    • 3.1 symbols for numbers
    • 3.2 Directed numbers and substitution
    • 3.3 combining expressions
    • 3.4 Binary operations
    • 3.5 expanding and factorising
    • 3.6 Further factorising
    • 3.7 changing the subject of a formula
    • 3.8 Linear equations
    • 3.9 Quadratic equations
    • 3.10 simultaneous equations
    • 3.11 Further simultaneous equations
    • 3.12 Variation
    • 3.13 inverse variation
    • 3.14 relations
    • 3.15 Functions
    • 3.16 graphs of linear functions
    • 3.17 the equation of a straight line
    • 3.18 solving problems using gradient and intercept
    • 3.19 Further properties of linear graphs
    • 3.20 inequalities
    • 3.21 inequalities with two unknowns
    • 3.22 composite and inverse functions
    • 3.23 Quadratic functions
    • 3.24 more graphs of functions
    • 3.25 travel graphs
    • module 3 Practice exam questions
  • 4 Geometry & trigonometry and vectors & matrices
    • 4.1 Properties of lines and angles
    • 4.2 Parallel lines
    • 4.3 Properties of triangles and quadrilaterals
    • 4.4 Properties of polygons
    • 4.5 constructing angles
    • 4.6 constructing triangles and polygons
    • 4.7 similarity and congruence
    • 4.8 Pythagoras’ theorem
    • 4.9 symmetry, reflections and rotations
    • 4.10 Further transformations
    • 4.11 three-dimensional shapes
    • 4.12 trigonometry
    • 4.13 Further uses of trigonometry
    • 4.14 the area of a triangle and trigonometry in three dimensions
    • 4.15 the sine rule
    • 4.16 the cosine rule
    • 4.17 circle theorems
    • 4.18 tangents and chords
    • 4.19 Vectors
    • 4.20 Vector geometry
    • 4.21 matrices
    • 4.22 matrices and transformations
    • 4.23 matrix algebra
    • module 4 Practice exam questions
  • Further exam practice 1
  • Answers
  • Index
  • Back Cover
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