Oxford University Press
CXC Study Guide: Mathematics for CSEC®
Andrew Manning, Ava Mothersill, Marcus Caine, Angella Finlay, Patricia George
Education & Teaching
CXC Study Guide: Mathematics for CSEC®
US$ 23.99
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Description
Contents
Reviews

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.

Language
English
ISBN
9780198414551
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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