YEAR 10 HIGHER : Term Week Autumn 1 1 7 Autumn 1 7 Spring 1 1
Spring 1 Summer 1 1
Summer 1
: 017-18 YEAR 10: 017-18 Basic Number Baseline testing Basic Number Fractions, ratios and proportions Fractions, ratios and proportions RE-TEACH Half term - two weeks Statistical diagrams and averages Number and sequences Number and sequences Ratio and proportion Ratio and proportion RE-TEACH End of term - two weeks Angles Angles
Transformations, constructions and loci Transformations, constructions and loci RE-TEACH Half term - one week Algebraic manipulation Algebraic manipulation Length, area and Volume Length, area and Volume Length, area and Volume End of term - two weeks Linear graphs Linear graphs Right-angled triangles Right-angled triangles
RE-TEACH Half term - one week Similarity Exploring and applying probability Exploring and applying probability Powers and standard form Powers and standard form
Topic break-down (sub-topics) 1.1 Solving real-life problems 1. Multiplication and division with decimals 1. Approximation of calculations 1. Multiples, factors, prime numbers, powers and roots.1 One quantity as a fraction of another. Adding, subtracting and calculating with fractions. Multiplying and dividing fractions. Fractions on a calculator. Increasing and decreasing quantities by a percentage. Expressing one quantity as a percentage of another.1 Statistical representation. Statistical measures. Scatter diagrams.1 Patterns in number. Number sequences. Finding the nth term of a linear sequence. Special sequences. General rules from given patterns. The nth term of a quadratic sequence.7 Finding the nth term for quadratic sequences.1 Ratio. Direct proportion problems. Best buys. Compound measures. Compound interest and repeated percentage change. Reverse percentage (working out the original amount).1 Angle facts. Triangles. Angles in a polygon. Regular polygons. Angles in parallel lines. Special quadrilaterals.7 Scale drawings and bearings
7.1 Congruent triangles 7. Rotational symmetry 7. Transformations 7. Combinations of transformations 7. Bisectors 7. Defining a locus 7.7 Loci problems 7.8 Plans and elevations 8.1 Basic algebra 8. Factorisation 8. Quadratic expansion 8. Expanding squares 8. More than two binomials 8. Quadratic factorisation 8.7 Factorising ax + bx + c 8.8 Changing the subject of a formula 9.1 Circumference and area of a circle 9. Area of a parallelogram 9. Area of a trapezium 9. Sectors 9. Volume of a prism 9. Cylinders 9.7 Volume of a pyramid 9.8 Cones 9.9 Spheres 10.1 Drawing linear graphs from points 10. Gradient of a line 10. Drawing graphs by gradient-intercept and cover-up methods 10. Finding the equation of a line from its graph 10. Real-life uses for graphs 10. Solving simultaneous equations using graphs 11.1 Pythagoras theorem 11. Finding the length of the shorter side 11. Applying Pythagoras theorem in real-life situations 11. Pythagoras theorem and isosceles triangles 11. Pythagoras theorem in three dimensions 11. Trigonometric ratios 11.7 Calculating angles 11.8 Using the sine and cosine functions 11.9 Using the tangent function 11.10 Which ratio to use 11.11 Solving problems using trigonometry 11.1 Trigonometry and bearings 11.1 Trigonometry and isosceles triangles
1.1 Similar triangles 1. Areas and volumes of similar shapes 1.1 Experimental probability 1. Mutually exclusive events and exhaustive outcomes 1. Expectation 1. Probability and two-way tables 1. Probability and Venn diagrams 1.1 Powers (indices) 1. Rules for multiplying and dividing powers 1. Standard form