Why study Further Maths?
Course Overview
This course is a linear two-year programme following the AQA syllabus
This course is a separate course to A level Core Mathematics.
You will sit three 2-hour examinations at the end of the two-year linear course. Each, equally weighted.
Paper 1: Pure Further mathematics
Proof, complex numbers, Matrices, Further Algebra and functions, Calculus, Vectors, Polar Coordinates, Hyperbolic Functions, Differential Equations, Trigonometry and Coordinate Geometry.
A mix of question styles, from short, single-mark questions to multi-step problems.
Paper 2: Pure Further mathematics
Proof, complex numbers, Matrices, Further Algebra and functions, Calculus, Vectors, Polar Coordinates, Hyperbolic Functions, Differential Equations, Trigonometry and Coordinate Geometry.
A mix of question styles, from short, single-mark questions to multi-step problems.
Paper 3: Further Mechanics and Further Decision Mathematics
Dimensional Analysis, Work, Energy, Power, Momentum and Collisions, Circular Motion, Centre of Mass, moments, Discrete Graphs and Networks, Linear Programming, Critical Path Analysis, Game Theory and Binary Operations.
Careers
Some of the most interesting and well-paid careers revolve around Maths. Careers in finance, medicine, engineering, and business are all open to people with a background in Mathematics, as are careers in technology — Maths being at the very core of all new technological developments.
What subjects go well with Mathematics?
Here at SSFC, students typically study a combination of three subjects. Further Mathematics tends to be a fourth subject and can be combined with a wide range of subjects depending on your chosen progression route. It combines well with Biology and Chemistry for careers in Medicine; Physics and Engineering for a career in engineering; or any combination of science including Computer Science, opening opportunities for multiple careers within STEM. Students looking towards a career in Business or Finance often combine with Business and Economics. Whichever combination you choose, you can be sure that you will develop skills such as being able to think logically and solve problems, which will be sought after by any employer.
Entry requirements
A Level Further Mathematics builds on existing knowledge from GCSE Mathematics and Further Mathematics, and therefore to be successful, it is essential you have a good foundation of knowledge. Standard entry requirements are grade 7 in GCSE Mathematics. If you fall short of this, come and speak to us, we may consider cases on an individual basis.
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