We offer online Mathematics subject knowledge enhancement courses.
Distance learning (online) courses
To be eligible to undertake an online course:
- you must have an offer of a place on a PGCE Teacher Training Programme with the SKE course a condition of that offer
- you must not have attended any Department for Education (DFE) funded SKE courses previously
- your teacher training course must match your SKE subject.
The eight-week programme (200 hours) is for candidates who would like to boost or refresh their knowledge of their specialist subject to GCSE level.
You will cover:
- Basics of Number
- Indices, Roots and Surds
- Compound Measures
- Algebra
- Algebra: Linear Equations
- Algebra: Quadratic Equations
- Algebra: Simultaneous Equations
- Sequences
- Graphing
- Ratio and Proportion
- Geometry of 2D and 3D Shapes
- Pythagoras and Trigonometry
- Percentages
- Angles
- Constructions
- Perimeter, area and volume
- Vectors
- Probability
- Statistics
- Continuous and Bivariate data.
Apply for the eight-week course
12 weeks (300 hours)
The enhanced GCSE course is designed for candidates needing additional support to boost or refresh they subject knowledge to GCSE.
Core KS3 module topics
You will cover:
- KS2 Mathematics
- Starting KS3 Mathematics
- Moving from KS3 to KS4 Mathematics
- A selection of virtual lessons in Mathematics.
Core GCSE module topics
You will cover:
- Basics of Number
- Indices, Roots and Surds
- Compound Measures
- Algebra
- Algebra – Linear Equations
- Algebra – Quadratic Equations
- Algebra – Simultaneous Equations
- Sequences
- Graphing
- Ratio and proportion
- Geometry of 2D and 3D Shapes
- Pythagoras and Trigonometry
- Percentages
- Angles
- Constructions
- Perimeter, area and volume
- Vectors
- Probability
- Statistics
- Continuous and Bivariate data.
Apply for the 12-week course
The 16-week programme (400 hours) is for applicants who wish to teach A level and already hold strong qualifications in their specialist subject.
You will cover:
- Algebra and Functions
- Proof
- Coordinate Geometry
- Sequences and Series
- Trigonometry
- Exponentials and Logarithms
- Differentiation
- Integration
- Numerical Methods
- Vectors
- Statistics
- Mechanics.
Apply for the 16-week course
20 weeks (500 hours)
The enhanced A level course is designed for candidates needing additional support to boost or refresh they subject knowledge to A level.
You will cover:
- KS2 Mathematics
- Starting KS3 Mathematics
- Moving from KS3 to KS4 Mathematics
- A selection of virtual lessons in Mathematics.
Core A level modules
You will cover:
- Algebra and Functions
- Proof
- Exponentials and Logarithm
- Sequences and Series
- Trigonometry
- Coordinate Geometry
- Differentiation
- Integration
- Numerical Methods
- Vectors
- Statistics
- Mechanics.
Apply for the 20-week course
24 weeks (600 hours)
Our accelerated GCSE and A level course is for candidates needing to boost or refresh their subject knowledge through GCSE to A level.
Core GCSE module topics
You will cover:
- Basics of Number
- Indices, Roots and Surds
- Compound Measures
- Algebra
- Algebra – Linear Equations
- Algebra – Quadratic Equations
- Algebra – Simultaneous Equations
- Sequences
- Graphing
- Ratio and proportion
- Geometry of 2D and 3D shapes
- Pythagoras and Trigonometry
- Percentages
- Angles
- Constructions
- Perimeter, area and volume
- Vectors
- Probability
- Statistics
- Continuous and Bivariate data.
Core A level module topics
You will cover:
- Algebra and Functions
- Proof
- Exponentials and Logarithm
- Sequences and Series
- Trigonometry
- Coordinate Geometry
- Differentiation
- Integration
- Numerical Methods
- Vectors
- Statistics
- Mechanics.
Apply for the 24-week course
The 28-week programme (700 hours) is for candidates that would benefit from a longer subject knowledge enhancement through GCSE and A level.
You will cover:
- Algebra and Functions
- Proof
- Coordinate Geometry
- Sequences and Series
- Trigonometry
- Exponentials and Logarithms
- Differentiation
- Integration
- Numerical Methods
- Vectors
- Statistics
- Mechanics.
Appy for the 28-week course
Please note: self-funded places are also available.