The Complete Mathematics 3 Student Book provides support for the previous Cambridge Lower Secondary Mathematics curriculum.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
1. Fractions and indices 1.1: Working with fractions 1.2: Indices 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: Substitution into expressions and formulae 2.8: Changing the subject of a formula 3. Shapes and mathematical drawings 3.1: Three-dimensional (3D) shapes 3.2: Constructions 3.3: Maps and scale drawings 3.4: Bearings 4. Number 4.2: Estimating square roots and cube roots 4.3: Multiplying and dividing by powers of 10 5. Measures 5.1: Length, mass and capacity 5.2: Area 5.3: Volume 5.4: Error in measurements 6. Planning, collecting and processing data 6.1: Planning and collecting data 6.2: Organising data 6.3: Calculating statistics Review A 7. Rounding, multiplying and dividing 7.1: Rounding numbers 7.2: Estimation 7.3: Multiplying and dividing decimals 8. Equations and inequalities 8.1: Solving linear equations 8.2: Constructing and solving equations 8.3: Linear inequalities 8.4: Simultaneous equations 8.5: Trial and improvement to solve quadratic equations 9. Geometry 9.1: Properties of angles 9.2: Angles in polygons 9.3: Angles in circles 9.4: Pythagoras' theorem 9.5: Tessellations 9.6: Loci 10. Mental strategies 10.1: Word problems and strategies 10.2: BIDMAS and inverse operations 10.3: Factors 11. Compound measures 11.1: Compound measures 11.2: Real-life graphs 12. Presenting data and interpreting results 12.1: Displaying data 12.2: Scatter graphs and correlation 12.3: Processing and interpreting data Review B 13. Ratio and proportion 13.1: Simplifying and comparing ratios 13.2: Solving ratio problems 13.3: Direct proportion 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 15. Transformations 15.1: Translations 15.2: Rotations 15.3: Reflections 15.4: Enlargements 15.5: Similar triangles 15.6: Describing transformations 15.7: Combinations of transformations 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 17. Area, perimeter and volume 17.1: Circles 17.2: Volume of prisms and cylinders 17.3: Surface area of prisms and cylinders 18. Probability 18.1: Successive events 18.2: Relative frequency and probability Review C 19. Quadratics 19.1: Graphs of quadratics 19.2: Expanding two brackets 19.3: Difference between two squares and using quadratics 19.4: Factorising quadratic expressions 19.5: Solving quadratic equations 19.6: Word problems
1. Fractions and indices 1.1: Working with fractions 1.2: Indices 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: Substitution into expressions and formulae 2.8: Changing the subject of a formula 3. Shapes and mathematical drawings 3.1: Three-dimensional (3D) shapes 3.2: Constructions 3.3: Maps and scale drawings 3.4: Bearings 4. Number 4.2: Estimating square roots and cube roots 4.3: Multiplying and dividing by powers of 10 5. Measures 5.1: Length, mass and capacity 5.2: Area 5.3: Volume 5.4: Error in measurements 6. Planning, collecting and processing data 6.1: Planning and collecting data 6.2: Organising data 6.3: Calculating statistics Review A 7. Rounding, multiplying and dividing 7.1: Rounding numbers 7.2: Estimation 7.3: Multiplying and dividing decimals 8. Equations and inequalities 8.1: Solving linear equations 8.2: Constructing and solving equations 8.3: Linear inequalities 8.4: Simultaneous equations 8.5: Trial and improvement to solve quadratic equations 9. Geometry 9.1: Properties of angles 9.2: Angles in polygons 9.3: Angles in circles 9.4: Pythagoras' theorem 9.5: Tessellations 9.6: Loci 10. Mental strategies 10.1: Word problems and strategies 10.2: BIDMAS and inverse operations 10.3: Factors 11. Compound measures 11.1: Compound measures 11.2: Real-life graphs 12. Presenting data and interpreting results 12.1: Displaying data 12.2: Scatter graphs and correlation 12.3: Processing and interpreting data Review B 13. Ratio and proportion 13.1: Simplifying and comparing ratios 13.2: Solving ratio problems 13.3: Direct proportion 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 15. Transformations 15.1: Translations 15.2: Rotations 15.3: Reflections 15.4: Enlargements 15.5: Similar triangles 15.6: Describing transformations 15.7: Combinations of transformations 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 17. Area, perimeter and volume 17.1: Circles 17.2: Volume of prisms and cylinders 17.3: Surface area of prisms and cylinders 18. Probability 18.1: Successive events 18.2: Relative frequency and probability Review C 19. Quadratics 19.1: Graphs of quadratics 19.2: Expanding two brackets 19.3: Difference between two squares and using quadratics 19.4: Factorising quadratic expressions 19.5: Solving quadratic equations 19.6: Word problems
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