Sequences
Lessons included:
Number Patterns: Special Sequences
Using the nth term
The Pattern in Quadratics
Finding the nth term: Quadratic Sequences
Recurrence Relations
Finding Recurrence Relationships
Geometric Sequences
Numerical Data
Lessons included:
Types of Data
Sampling: Rationale and Types
Stratified Sampling
Scattergraphs
Grouping Discrete Data
Grouping Continuous Data
Averages from Tables
Drawing Boxplots from lists
Interpreting Boxplots
Cumulative Frequency: Finding Quartiles
Cumulative Frequency and Boxplots
Drawing Histograms
Analysing Histograms
Pythagoras’ Theorem & Trigonometry in Right-angled Triangles
Lessons included:
Problem Solving with Pythagoras’ Theorem
3D Pythagoras
Trigonometry - missing angles
Trigonometry - Missing sides
Applying Trigonometry
Special Angles in Trigonometry
Trigonometry in 3D
Topic Review
Understanding Products
Lessons included:
Basic Index Laws
Negative and fractional Powers
Prime Factors and Indices
Standard Form
Multiplying & Dividing with Standard Form
Adding & Subtracting with Standard Form Factorials
Topic Review
Linear Graphs
Lessons included:
Gradients and Intercepts
Rearranging Equations into y = mx + c
Equations of Parallel Lines
Equations of Parallel Lines
Simultaneous Equations
Topic Review
Includes complete units of work on:
Rounding, Estimation and the Limits of Accuracy
Understanding Proportion
Transformations and Vectors
Expressions, Formulae and Functions
Percentages
35 lessons altogether
Transformations and Vectors
Lessons included:
Enlargement with Fractional Scale Factors
Enlargement with Negative Scale Factors
Effects of Transformations on Coordinates
Invariance
Vectors Introduction
Vector Arithmetic
Vectors and Geometry
Vector Proof
Rounding, Estimation and the Limits of Accuracy
Lessons included:
Rounding with Significant Figures
Rounding to a suitable degree of accuracy
Estimating calculations
Errors and Inequalities
Calculations with Bounds
Unit Review
4 lessons covering:
Problem Solving
Spreadsheets
Sequences
Flowcharts
All lesson have starters. worked examples and question slides. All answers included.
Applying iterative formulae to generate Fibonacci-style sequences. Also includes examples and questions on Leonardo and Lucas numbers. Also looks at effects of different starting variables.