Further Mathematics (A-Level

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Further Mathematics

Studying Further Mathematics and Mathematics together provides students with an opportunity to both extend and deepen their knowledge and understanding beyond the standard Mathematics course.

Students intending to study for a ‘mathematically rich’ degree at university will find the transition to university much easier, having studied Further Mathematics. They will also have demonstrated their commitment to master the subject, as well as distinguishing themselves as very able mathematicians, in their university applications.

COURSE AIMS • To use mathematical skills and knowledge to solve more difficult problems • To reason logically and recognise incorrect reasoning • To construct proofs for important formulae and results • To model real-life situations using Mathematics to show what is happening and what might happen in different circumstances • To analyse data using statistical techniques to obtain an overview • To use calculator technology effectively and appropriately • To develop an understanding of how different areas of

Mathematics can be connected

ADVICE This course is suitable for students who: • Are fascinated by Mathematics • Enjoy how complex Mathematics can be • Have excellent skills in algebraic manipulation, logic and reasoning • Want to use Mathematics to support other qualifications or progress onto further study

241 A-Level

ENTRY CRITERIA A grade 8 or 9 at IGCSE Mathematics or equivalent. It is an advantage to have followed the IGCSE Further Pure Mathematics course or similar.

ASSESSMENT CRITERIA There are three areas of Mathematics that may be studied:

Pure Mathematics These units concentrate on abstract mathematical skills. They extend knowledge of such topics as Algebra and Trigonometry as well as introducing some brand new ideas such as Calculus, Complex Numbers and Matrices.

Mechanics This shows how Mathematics can describe the motion of objects and how they respond to forces acting upon them, from cars in the street to satellites revolving around a planet. It develops the technique of Mechanical modelling; that is, of turning a complicated physical problem into a simpler one that can be more easily analysed.

Statistics This shows how Mathematics can be used to analyse and summarise numerical data in order to arrive at conclusions. Statistical modelling is developed and probability is used to make quantitative predictions about the future.

This qualification comprises of 12 units in total. Six are undertaken in Year 12 and the remaining six completed in Year 13. The examination papers for all units have a duration of 1 hour 30 minutes and allow the use of a calculator. There is no coursework component.