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Y8 14D Areas of composite figures involving circles Drayton
E Drayton
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161 видео с канала:
E Drayton
Y8 14D Areas of composite figures involving circles Drayton
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Y8 2F Operations on decimals dividing Drayton
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Y8 2G Fractions decimals and rounding Drayton
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Y8 SB A Index laws Drayton
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Y8 SB B Negative indices Drayton
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Y8 SB C 1 Scientific notation Drayton
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Y8 SB C 2 Scientific notation calculations Drayton
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Y8 SB D Significant figures Drayton
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Y8 8A Pythagoras' theorem Drayton
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Y8 8B Pythagoras Finding the shorter side Drayton
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Y8 1 12A Congruent figures in the plane Drayton
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Y8 2 Congruence tests Drayton
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Y8 3 12B D Congruence tests Drayton
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Y8 13 Quadrilaterals introduction Drayton
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Y8 13A Parallelograms and their properties Drayton
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Y8 13B Rhombuses and their properties Drayton
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Y8 13C Rectangles and squares and their properties Drayton
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Y8 6B 2 Solving equations Drayton
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Y8 6B 3 Solving equations Drayton
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Y8 6D Solving equations with brackets Drayton
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Y8 6E Collecting like terms and solving equations Drayton
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Y8 11D Problem solving with equations Drayton
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Y8 14A Features of a circle Drayton
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Y8 14B Circumference of a circle Drayton
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Y8 14C Area of a circle Drayton
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12MM 6L Applications of circular functions Drayton
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Y8 10A Review of the unitary method Drayton
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Y8 10B Solving problems using the unitary method Drayton
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Y8 10D Ratios Drayton
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Y8 10E Using ratios to solve problems Drayton
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Y8 Stats C Histograms Drayton
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Y8 Stats Di Averages and range Drayton
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Y8 18A The Cartesian plane Drayton
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Y8 Substitution refresher Drayton
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Transformation golf instructions Drayton
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Y8 Translations Drayton
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Transformations on Geogebra instructions Drayton
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Y8 Rotations Drayton
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Y9 7C 2 Using congruence Drayton
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Y9 7C 1 Using congruence Drayton
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Y9 7C 3 Using congruence Drayton
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Y9 9B Using ratios in similar figures Drayton
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Y9 7B Reasoning with angles Drayton
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Y9 11G Parallel and perpendicular straight lines Drayton
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Y9 11C The gradient of a line Drayton
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Y9 15D 2 Adding and subtracting algebraic fractions Drayton
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Y9 17A 1 Solution of simple quadratic equations Drayton
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Y9 17A 2 Solution of simple quadratic equations Drayton
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Y9 Factorisation refresher Drayton
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Y9 15B 1 Factorising the general quadratic Drayton
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Y9 15B 2 Factorising the general quadratic Drayton
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Y9 15C 1 Simplifying algebraic fractions Drayton
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Y9 15C 2 Multiplying algebraic fractions Drayton
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Y9 15C 3 Dividing algebraic fractions Drayton
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Y9 15D 1 Adding and subtracting algebraic fractions Drayton
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Y9 5C Equations with brackets Drayton
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Y9 5F Literal equations Drayton
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Y9 5A Expressions Ex 1, 2 Drayton
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Y9 3D 2 Inflation Ex 12 Drayton
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Y9 3D 3 Percentage decrease Ex 13 Drayton
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Y9 3D 4 Finding the rate of increase or decrease Ex 14 Drayton
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Y9 3D 5 Reversing the process to find the original amount Ex 15 Drayton
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Y9 3D 6 Reversing the process to find the original amount Ex 16 Drayton
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Y9 3D 7 Discounts Ex 17 Drayton
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Y9 3D 8 The GST Ex 18 Drayton
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Y9 3E Repeated increase and decrease Ex 19 20 Drayton
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Y9 3E Repeated increase and decrease Ex 21 23 Drayton
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Y9 3F Compound interest Ex 24 26 Drayton
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Y9 3D 1 Percentage increase Ex 11 Drayton
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Y9 14A Solving simultaneous equations by drawing graphs Drayton
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Y9 14B Substitution Drayton
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Y9 Stats B Boxplots Drayton
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Y9 Stats C Boxplots, histograms and outliers Drayton
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Y9 13D Miscellaneous exercises exact values Drayton
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Y9 13E 1 Solving problems using trigonometry Drayton
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Y9 13E 2 Solving problems using trigonometry angles of elevation and depression Drayton
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Y9 13E 3 Solving problems using trigonometry compound problems Drayton
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Y9 13F True bearings Drayton
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Y9 13A Introduction to trigonometry Drayton
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Y9 13B 1 The three basic trigonometric ratios Drayton
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Y9 13B 2 The three basic trigonometric ratios Drayton
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Y9 13C Finding angles Drayton
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Y9 8A Index laws Drayton
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11SM 7E Combinations Drayton
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11SM 7F Combinations with restrictions Drayton
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11SM 7G Pascal's triangle Drayton
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11SM 7H The pigeonhole principle Drayton
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11SM 7I The inclusion exclusion principle Drayton
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11SM 13B The sine rule Drayton
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11SM 13C The cosine rule Drayton
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11SM 13D The area of a triangle Drayton
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11SM 13E Circle mensuration Drayton
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11SM 13F Bearings and angles of elevation and depression Drayton
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11SM 13G Problems in three dimensions Drayton
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11SM 13H Angle between two planes Drayton
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11SM 13A Reviewing trigonometry Drayton
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11SM 20D Vector projections Drayton
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11SM 20E Geometric proofs Drayton
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11SM 20F Vectors in 3D Drayton
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11SM 8F Mathematical induction Drayton
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11SM 5D Partial fractions Drayton
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11SM 20A Introduction to Vectors Drayton
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11SM 16A Starting to build the complex numbers Drayton
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11SM 16B Multiplication and division of complex numbers Drayton
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11SM 16C Argand diagrams Drayton
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11SM 16D Solving equations over the complex numbers Drayton
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11SM 16E Polar form of complex numbers Drayton
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11SM 14B The tangent function Drayton
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11SM 14C Reciprocal functions Drayton
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11SM 14D Addition and double angle formulae Drayton
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11SM 14E Simplifying acosx+bsinx Drayton
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11SM 9C Congruence and proofs Drayton
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11SM 9F Introduction to similarity Drayton
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11SM 9G Proofs involving similarity Drayton
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11SM 9H Areas, volumes and similarity Drayton
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11SM 9I The Golden Ratio Drayton
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11SM 15B Loci Drayton
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11SM 15C Parabolas Drayton
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11SM 15D Ellipses Drayton
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11SM 15E Hyperbolas Drayton
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11SM 15F Parametric equations Drayton
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11SM 15G Polar coordinates Drayton
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11SM 15H Graphing with polar coordinates Drayton
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11SM 15I Further graphing with polar coordinates Drayton
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11SM 15A Reciprocal functions Drayton
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11SM 22A Position velocity and acceleration Drayton
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11SM 22B Applications of antidifferentiation to kinematics Drayton
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11SM 22C Constant acceleration Drayton
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11SM 22D Velocity time graphs Drayton
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11SM 2F Linear Diophantine equations Drayton
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11SM 2G The Euclidean algorithm Drayton
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11SM 5D Partial fractions 1 2 Drayton
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11SM 5D Partial fractions 2 2 Drayton
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11SM 10C Chords in Circles Drayton
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5G Solutions of exponential equations using logarithms Drayton
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5H Inverses of exponential and logarithmic functions Drayton
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5I Exponential growth and decay Drayton
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12MM 14B The graph, expectation and variance of a binomial distribution Drayton
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12MM 14C Finding the sample size Drayton
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12MM Ch 14 Inverse binomial on the CAS Drayton
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12MM 16A The normal distribution Drayton
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12MM 16B Standardisation and the 68 95 99 7% rule Drayton
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12MM 16C Determining normal probabilities Drayton
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12MM 16D Solving problems using the normal distribution Drayton
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12MM 16E The normal approximation to the binomial distribution Drayton
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11SM 10A Angle properties of the circle Drayton
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12MM 3D Combinations of transformations Drayton
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12MM 1H Applications of functions Drayton
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12MM 10A Tangents and Normals Drayton
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12MM 10B Rates of Change Drayton
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12MM 10C Stationary Points Drayton
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12MM 10D 2 Types of stationary points Drayton
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12MM 10E Absolute maxima and minima Drayton
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12MM 10G Families of functions Drayton
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12MM 6D Graphs of sine and cosine Drayton
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12MM 6E Solving trigonometric equations Drayton
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12MM 6H Addition of ordinates Drayton
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12MM 6I Determining rules for graphs of circular functions Drayton
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12MM 6J The tangent function Drayton
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12MM 6K General solutions of trigonometric equations Drayton
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12MM 6C Further symmetry properties and the Pythagorean identity Drayton
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Канал: E Drayton
Y8 14D Areas of composite figures involving circles Drayton
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Y8 2F Operations on decimals dividing Drayton
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Y8 2G Fractions decimals and rounding Drayton
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Y8 SB A Index laws Drayton
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Y8 SB B Negative indices Drayton
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Y8 SB C 1 Scientific notation Drayton
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Y8 SB C 2 Scientific notation calculations Drayton
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Y8 SB D Significant figures Drayton
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Y8 8A Pythagoras' theorem Drayton
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Y8 8B Pythagoras Finding the shorter side Drayton
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Y8 1 12A Congruent figures in the plane Drayton
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Y8 2 Congruence tests Drayton
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Y8 3 12B D Congruence tests Drayton
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Y8 13 Quadrilaterals introduction Drayton
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Y8 13A Parallelograms and their properties Drayton
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Y8 13B Rhombuses and their properties Drayton
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Y8 13C Rectangles and squares and their properties Drayton
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Y8 6B 2 Solving equations Drayton
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Y8 6B 3 Solving equations Drayton
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Y8 6D Solving equations with brackets Drayton
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Y8 6E Collecting like terms and solving equations Drayton
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Y8 11D Problem solving with equations Drayton
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Y8 14A Features of a circle Drayton
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Y8 14B Circumference of a circle Drayton
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Y8 14C Area of a circle Drayton
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12MM 6L Applications of circular functions Drayton
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Y8 10A Review of the unitary method Drayton
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Y8 10B Solving problems using the unitary method Drayton
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Y8 10D Ratios Drayton
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Y8 10E Using ratios to solve problems Drayton
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Y8 Stats C Histograms Drayton
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Y8 Stats Di Averages and range Drayton
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Y8 18A The Cartesian plane Drayton
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Y8 Substitution refresher Drayton
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Transformation golf instructions Drayton
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Y8 Translations Drayton
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Transformations on Geogebra instructions Drayton
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Y8 Rotations Drayton
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Y9 7C 2 Using congruence Drayton
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Y9 7C 1 Using congruence Drayton
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Y9 7C 3 Using congruence Drayton
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Y9 9B Using ratios in similar figures Drayton
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Y9 7B Reasoning with angles Drayton
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Y9 11G Parallel and perpendicular straight lines Drayton
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Y9 11C The gradient of a line Drayton
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Y9 15D 2 Adding and subtracting algebraic fractions Drayton
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Y9 17A 1 Solution of simple quadratic equations Drayton
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Y9 17A 2 Solution of simple quadratic equations Drayton
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Y9 Factorisation refresher Drayton
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Y9 15B 1 Factorising the general quadratic Drayton
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Y9 15B 2 Factorising the general quadratic Drayton
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Y9 15C 1 Simplifying algebraic fractions Drayton
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Y9 15C 2 Multiplying algebraic fractions Drayton
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Y9 15C 3 Dividing algebraic fractions Drayton
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Y9 15D 1 Adding and subtracting algebraic fractions Drayton
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Y9 5C Equations with brackets Drayton
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Y9 5F Literal equations Drayton
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Y9 5A Expressions Ex 1, 2 Drayton
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Y9 3D 2 Inflation Ex 12 Drayton
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Y9 3D 3 Percentage decrease Ex 13 Drayton
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Y9 3D 4 Finding the rate of increase or decrease Ex 14 Drayton
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Y9 3D 5 Reversing the process to find the original amount Ex 15 Drayton
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Y9 3D 6 Reversing the process to find the original amount Ex 16 Drayton
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Y9 3D 7 Discounts Ex 17 Drayton
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Y9 3D 8 The GST Ex 18 Drayton
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Y9 3E Repeated increase and decrease Ex 19 20 Drayton
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Y9 3E Repeated increase and decrease Ex 21 23 Drayton
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Y9 3F Compound interest Ex 24 26 Drayton
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Y9 3D 1 Percentage increase Ex 11 Drayton
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Y9 14A Solving simultaneous equations by drawing graphs Drayton
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Y9 14B Substitution Drayton
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Y9 Stats B Boxplots Drayton
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Y9 Stats C Boxplots, histograms and outliers Drayton
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Y9 13D Miscellaneous exercises exact values Drayton
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Y9 13E 1 Solving problems using trigonometry Drayton
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Y9 13E 2 Solving problems using trigonometry angles of elevation and depression Drayton
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Y9 13E 3 Solving problems using trigonometry compound problems Drayton
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Y9 13F True bearings Drayton
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Y9 13A Introduction to trigonometry Drayton
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Y9 13B 1 The three basic trigonometric ratios Drayton
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Y9 13B 2 The three basic trigonometric ratios Drayton
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Y9 13C Finding angles Drayton
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Y9 8A Index laws Drayton
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11SM 7E Combinations Drayton
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11SM 7F Combinations with restrictions Drayton
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11SM 7G Pascal's triangle Drayton
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11SM 7H The pigeonhole principle Drayton
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11SM 7I The inclusion exclusion principle Drayton
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11SM 13B The sine rule Drayton
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11SM 13C The cosine rule Drayton
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11SM 13D The area of a triangle Drayton
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11SM 13E Circle mensuration Drayton
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11SM 13F Bearings and angles of elevation and depression Drayton
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11SM 13G Problems in three dimensions Drayton
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11SM 13H Angle between two planes Drayton
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11SM 13A Reviewing trigonometry Drayton
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11SM 20D Vector projections Drayton
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11SM 20E Geometric proofs Drayton
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11SM 20F Vectors in 3D Drayton
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11SM 8F Mathematical induction Drayton
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11SM 5D Partial fractions Drayton
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11SM 20A Introduction to Vectors Drayton
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11SM 16A Starting to build the complex numbers Drayton
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11SM 16B Multiplication and division of complex numbers Drayton
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11SM 16C Argand diagrams Drayton
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11SM 16D Solving equations over the complex numbers Drayton
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11SM 16E Polar form of complex numbers Drayton
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11SM 14B The tangent function Drayton
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11SM 14C Reciprocal functions Drayton
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11SM 14D Addition and double angle formulae Drayton
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11SM 14E Simplifying acosx+bsinx Drayton
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11SM 9C Congruence and proofs Drayton
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11SM 9F Introduction to similarity Drayton
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11SM 9G Proofs involving similarity Drayton
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11SM 9H Areas, volumes and similarity Drayton
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11SM 9I The Golden Ratio Drayton
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11SM 15B Loci Drayton
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11SM 15C Parabolas Drayton
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11SM 15D Ellipses Drayton
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11SM 15E Hyperbolas Drayton
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11SM 15F Parametric equations Drayton
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11SM 15G Polar coordinates Drayton
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11SM 15H Graphing with polar coordinates Drayton
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11SM 15I Further graphing with polar coordinates Drayton
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11SM 15A Reciprocal functions Drayton
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11SM 22A Position velocity and acceleration Drayton
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11SM 22B Applications of antidifferentiation to kinematics Drayton
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11SM 22C Constant acceleration Drayton
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11SM 22D Velocity time graphs Drayton
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11SM 2F Linear Diophantine equations Drayton
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11SM 2G The Euclidean algorithm Drayton
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11SM 5D Partial fractions 1 2 Drayton
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11SM 5D Partial fractions 2 2 Drayton
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11SM 10C Chords in Circles Drayton
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5G Solutions of exponential equations using logarithms Drayton
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5H Inverses of exponential and logarithmic functions Drayton
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5I Exponential growth and decay Drayton
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12MM 14B The graph, expectation and variance of a binomial distribution Drayton
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12MM 14C Finding the sample size Drayton
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12MM Ch 14 Inverse binomial on the CAS Drayton
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12MM 16A The normal distribution Drayton
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12MM 16B Standardisation and the 68 95 99 7% rule Drayton
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12MM 16C Determining normal probabilities Drayton
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12MM 16D Solving problems using the normal distribution Drayton
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12MM 16E The normal approximation to the binomial distribution Drayton
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11SM 10A Angle properties of the circle Drayton
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12MM 3D Combinations of transformations Drayton
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12MM 1H Applications of functions Drayton
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12MM 10A Tangents and Normals Drayton
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12MM 10B Rates of Change Drayton
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12MM 10C Stationary Points Drayton
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12MM 10D 2 Types of stationary points Drayton
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12MM 10E Absolute maxima and minima Drayton
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12MM 10G Families of functions Drayton
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12MM 6D Graphs of sine and cosine Drayton
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12MM 6E Solving trigonometric equations Drayton
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12MM 6H Addition of ordinates Drayton
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12MM 6I Determining rules for graphs of circular functions Drayton
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12MM 6J The tangent function Drayton
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12MM 6K General solutions of trigonometric equations Drayton
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12MM 6C Further symmetry properties and the Pythagorean identity Drayton
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