Mathematics & Further Mathematics EDEXCEL
What will I be studying?
What about future prospects and careers?
The A-Level is comprised of two Pure papers and one Applied paper. The Pure papers include topics such as coordinate geometry, calculus, trigonometry and sequences. The Applied paper is divided equally between Statistics (averages, probability, statistical distributions and hypothesis testing) and Mechanics (motion and forces).
A qualification in Mathematics opens many doors. As well as the obvious links with financial, science and engineering related careers, many employers look favourably upon candidates who have studied Mathematics to A-Level standard.
• A genuine interest in the subject
Throughout your studies you will develop a range of transferable skills, such as critical thinking, problemsolving, reasoning and effective communication of complex ideas. The breadth of applications is immense. Mathematics underpins most of science, technology and engineering and is also important in areas as diverse as business, law, nutrition, sports science and psychology. There are many opportunities to use mathematics to make a difference in society, for example through the analysis involved in medical research, developing new technology, modelling epidemics or in the study of patterns of criminal activity to identify trends.
• The ability to work independently
Further Mathematics
• A logical, analytical mind
This is available as an additional A-Level for those interested in extending their knowledge and skills to a higher level. It is particularly useful to those looking to study Mathematics, Engineering or the physical sciences at university. This option is usually chosen as one of four A-Levels.
What does this subject involve? You will master mathematical techniques and understand why they work. You will also develop a deeper understanding of the connections between topics, as you solve mathematical problems, both abstract and in context. What skills or qualities will I need? • GCSE Mathematics Grade 8 or 9
• Determination and resilience
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