 \$31.49

# Complete Mathematics for Cambridge Lower Secondary 1: Book 3

By Deborah Barton
US\$ 31.49
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Book Description

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.

• Front Cover
• Title Page
• Contents
• 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
• 19.2 Explanding two brackets
• 19.3 Difference between two squares and using quadratics
• Consolidation
• Summary
• Index
• Back Cover
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