Oxford University Press
Essential Mathematics for Cambridge Secondary 1: Stage 8
Sue Pemberton, Patrick Kivlin, Paul Winters
Essential Mathematics for Cambridge Secondary 1: Stage 8
US$ 34.49
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The Essential Mathematics for Cambridge Secondary 1 series has been created for the international student. Written by an expert author team with an experienced examiner, it provides complete coverage of the previous Cambridge syllabus. The Student Book provides engaging exercises that promote problem solving and investigative strategies. Inclusion of summary and review sections after each topic help students retain learning, while Checkpoint-style questions assist their preparation for assessment. Learning Outcomes are provided at the start of each chapter to clearly map topics in the text to the previous syllabus. Numerous exercises are included, with clear progression, and problem-solving and real life applications embedded throughout. Helpful hints throughout the text guide students and remind them of the key pieces of information required.

Front Cover
Title Page
1 Integers, powers and roots
1.1 Working with integers
1.2 Division and mental strategies
1.3 Order of operations
1.4 Powers
1.5 Roots
1.6 Prime factors
1.7 Highest common factors and lowest common multiples
2 Expressions
2.1 Using letters for unknown numbers
2.2 Multiplying algebraic terms
2.3 Collecting like terms
2.4 Expanding brackets
2.5 Substitution into an expression
3 Shapes and geometric reasoning 1
3.1 Parallel lines
3.2 Angles and triangles
3.3 Congruent shapes
3.4 Quadrilaterals
3.5 Classification of quadrilaterals
3.6 Nets of solids
3.7 Symmetry
4 Fractions
4.1 Comparing fractions
4.2 Addition and subtraction of fractions and mixed numbers
4.3 Multiplying and dividing an integer by a fraction
5 Decimals
5.1 Integer powers of 10
5.2 Rounding
5.3 Calculating with decimals
5.4 Fractions and decimals
6 Processing, interpreting and discussing data
6.1 Calculating statistics from data sets
6.2 Calculating statistics from grouped data
6.3 Making comparisons
7 Length, mass and capacity
7.1 The metric system
7.2 Area and volume
7.3 Non-metric units
8 Equations
8.1 Solving equations using flow diagrams
8.2 Solving equations with the unknown on one side
8.3 Solving equations with the unknown on both sides
9 Shapes and geometric reasoning 2
9.1 Constructions
9.2 Triangles
9.3 Circles
9.4 Scale drawings
10 Presenting, interpreting and discussing data
10.1 Frequency diagrams for grouped data
10.2 Pie charts
10.3 Line graphs
10.4 Stem-and-leaf diagrams
11 Area, perimeter and volume
11.1 Circles
11.2 Area of a parallelogram
11.3 Area of a triangle
11.4 Area of a trapezium
11.5 Area of a circle
11.6 Compound areas
12 Formulae
12.1 Deriving formulae
12.2 Substitution into formulae
12.3 Further substitution into formulae
13 Position and movement
13.1 Transformations
13.2 Enlargement
13.3 Midpoints
14 Sequences
14.1 Linear sequences of numbers
14.2 Linear sequences from patterns of shapes
14.3 The nth term of a linear sequence of numbers
15 Probability
15.1 Calculating probabilities
15.2 Listing outcomes
15.3 Estimating probabilities
16 Functions and graphs
16.1 Mapping diagrams
16.2 Functions
16.3 Linear graphs
16.4 Finding the equation of a line from its graph
16.5 Equations of the form y = mx + c
17 Fractions, decimals and percentages
17.1 Finding equivalent fractions, decimals and percentages
17.2 Increasing and decreasing by a percentage
17.3 Finding percentages
18 Planning and collecting data
18.1 Identifying and collecting data
18.2 Frequency tables for continuous data
18.3 Two-way tables
19 Ratio and proportion
19.1 More ratio
19.2 Dividing in a given ratio
19.3 Direct proportion – the unitary method
20 Time and rates of change
20.1 Travel graphs
20.2 Other graphs
21 Sets
21.1 Set notation
21.2 Further set notation
21.3 Using sets to solve problems
22 Matrices
22.1 Multiplying a row matrix by a column matrix
22.2 Multiplying matrices
22.3 2 × 2 matrices
Back Cover
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