Oxford University Press
Complete Mathematics for Cambridge Lower Secondary 1: Book 3
Deborah Barton
Science & Math
Complete Mathematics for Cambridge Lower Secondary 1: Book 3
US$ 34.49
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Description
Contents
Reviews

Written by experienced examiners to comprehensively cover the previous Cambridge Secondary 1 curriculum, this course offers rigorous challenge material that will give students a flying start in the Cambridge IGCSE. With a methodical and logical approach that matches the previous framework, carefully developed exercises stretch students while the sheer volume of practice reinforces understanding.

Language
English
ISBN
9780198394587
Front Cover
Title Page
Contents
About this book
1 Fractions and indices
1.1 Working with fractions
1.2 Indices
Consolidation
Summary
2 Expressions and Formulae
2.1 The origins of algebra and algebraic expressions
2.2 Simplifying and indices
2.3 Expanding brackets
2.4 Factorising expressions
2.5 Algebraic fractions
2.6 The product of two linear expressions
2.7 Subtitution into expressions and formulae
2.8 Changing the subject of a formula
Consoildation
Summary
3 Shapes and mathematical drawings
3.1 Three-dimensional (3D) shapes
3.2 Constructions
3.3 Maps and scale drawings
3.4 Bearings
Consolidation
Summary
4 Number
4.1 Directed numbers
4.2 Estimating square roots and cube roots
4.3 Multiplying and dividing by powers of 10
Consolidation
Summary
5 Measures
5.1 Length, mass and capacity
5.2 Area
5.3 Volume
5.4 Error in measurements
Consolidation
Summary
6 Planning, Collecting and processing data
6.1 Planning and collecting data
6.2 Organising data
6.3 Calculating statistics
Consolidation
Summary
Review A
7 Rounding, multiplying and dividing
7.1 Rounding numbers
7.2 Estimation
7.3 Multiplying and dividing decimals
Consolidation
Summary
8 Equations and inequalities
8.1 Solving linearequations
8.2 Constructing and solving equations
8.3 Linear inequalities
8.4 Simuitaneous equations
8.5 Trial and improvementto solve quadratice quations
Consolidation
Summary
9 Geometry
9.1 Properties of angles
9.2 Angles in polygons
9.3 Angles in circles
9.4 Pyhagoras' theorem
9.5 Tessellations
9.6 Loci
Consolidation
Summary
10 Mental Strategies
10.1 World problems and strategles
10.2 BIDMAS and inverse operations
Consolidation
Summary
11 Compound measures
11.1 Compound measures
11.2 Real-life graphs
Consolidation
Summary
12 Presenting data and interpreting results
12.1 Displaying data
12.2 Scatter graphs and correlation
12.3 Processing and interpreting data
Consolidation
Summary
Review B
13 Ratio and proportion
13.1 Simplifying and comparing ratios
13.2 Solving ratio problems
13.3 Direct proportion
Consolidation
Summary
14 Sequences, functions and graphs
14.1 Linear functions
14.2 Solving simultaneous equations graphically
14.3 Equations of lines in the form y = mx + c
14.4 Real-life functions
14.5 Direct proportion
14.6 Inverse of a function
14.7 Sequences
Consolidation
Summary
15 Transformations
15.1 Translations
15.2 Rotations
15.3 Refelections
15.4 Enlargements
15.5 Similar triangles
15.6 Describing and transformations
15.7 Combinations of transformations
Consolidation
Summary
16 Fractions, decimals and percentages
16.1 Profit and loss
16.2 Discounts and sales
16.3 Loans and savings
16.4 Taxes
16.5 Percentage change
Consolidation
Summary
17 area, perimeter and volume
17.1 Circles
17.2 Volume of prisms and cylinders
17.3 Surface area of prisms and cylinders
Consolidation
Summary
18 Probability
18.1 Successive events
18.2 Relative frequency and probability
Consolidation
Summary
Review C
19 Quadratics
19.1 Graphs of quadratics
19.2 Explanding two brackets
19.3 Difference between two squares and using quadratics
19.4 Fractorising quadratic expressions
Consolidation
Summary
Index
Back Cover
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