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Principled Maths
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Y7
HT1 (Aug-Oct)
Y8
HT1 (Aug-Oct)
Y9
HT1 (Aug-Oct)
U1 Number and surds
Y10
HT1 (Aug-Oct)
Y11
iGCSE
IB - Hodder textbook
Core: Chapters 1-10
1 Exponents and Logs
1A Laws of exponents
1B Standard index form
1C Logs
1 SL Mixed practice
2 Sequences
2A Arithmetic sequences
2B Geometric sequences
2C Financial applications (compound interest)
2 SL Mixed practice
3 Functions
3A Concept of
3B Sketching graphs
3 SL Mixed practice
4 Coordinate geometry
4A Equations of straight lines in 2D
3D Coordinate geometry
4 SL Mixed practice
5 Geometry and trig
5A 3D solids: Volume & SA
5B Trig
5C Applications of trig
5 SL Mixed pratice
6 Statistics
6A Sampling
6B Summarising data
6C Presenting data
6D Correlation and regression
6 SL Mixed practice
7 Probability
7A Intro
7B Probability techniques
7 SL Mixed pratice
8 Probability distributions
8A Discrete random variables
8B Binomial distribution
8C Normal distribution
8 SL Mixed practice
9 Differentiation
9A Limits and derivatives
9B Graphical interpretation
9C Expression for the derivative
9D Tangents and normals
9 SL Mixed practice
10 Integration
10A Anti-derivative
10B Definite integration and area under curve
10 SL Mixed pratice
AI: Applications and Interpretation
SL AI: Chapters 11-16
11 Number and finance
11A Approimxation
11B Further financial maths
11 SL Mixed practice
12 Equations with GDC
12A Systems of linear equations
12B Polynomial equations
12 SL Mixed practice
13 Mathematical models
13 Linear models
13B Quadratic models
13C Exponential models
13D Direct/Inverse variation (cubic)
13E Trig models
13 F Modelling skills
13 SL Mixed practice
14 Geometry
14A Arcs and sectors
14B Voronoi diagrams
14 SL Mixed practice
15 Hypothesis testing
15A Chi-squared test
15B t-tests
15C Spearman's rank correlation
15 SL Mixed practice
16 Calculus
16A Turning points
16B Optimisation
16C Trapezium rule
16 SL Mixed practice
HL AI
AA: Analysis & Approaches
SL AA: Chapters
HL AA
A Level - Edexcel GCE (9MA0)
Y1, A Level Maths
Y1 Pure
Chp1 Alg. Expressions
Chp2 Quadratics
Chp3 Eq's & Inequalities
Chp4 Graphs & Transformations
Chp5 Straight Line graphs
Chp6 Circles
Chp7 Alg. Methods
Chp8 Binomial Expansion
Chp9 Trig Ratios
Chp10 Trig Identities
Chp11 Vectors
Chp12 Differentiation
Chp13 Integration
Chp14 Exponentials & Logs
Y1 Stats
Chp1 Data Collection
Chp2 Measures of Location & Spread
Chp3 Representations of Data
Chp4 Correlation
Chp5 Probability
Chp6 Statistical Distributions
Chp7 Hypothesis Testing
Y1 Mechanics
Chp8 Modelling in Mechanics
Chp9 Constant Acceleration (SUVAT)
Chp10 Forces and Motion
Chp11 Variable Acceleration
Y1 Assessment
Y1 AS Revision
Y2, A Level Maths
Y2 Pure
Chp1 Alg. Methods
Chp2 Functions and Graphs
Chp3 Sequences and Series
Chp4 Binomial Expansion
Chp5 Radians
Chp6 Trig functions
Chp7 Trig and Modelling
Chp8 Parametric Equations
Chp9 Differentiation
Chp10 Numerical methods
Chp11 Integration
Chp12 Vectors
Y2 Stats
Chp1 Regression, Correlation and Hypothesis Testing
Chp2 Conditional probability
Chp3 Normal Distribution
Y2 Mechanics
Chp4 Moments
Chp5 Forces and Friction
Chp6 Projectiles
Chp7 Applications of Forces
Chp8 Further Kinematics
Y2 Assessment
Y2 A Level Revision
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Principled Maths
13
D Direct and inverse variation (proportion) of cubic models
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