Further Mathemat i cs PEARSON A LEVEL Specific entry requirements At least 5 grade 9-4 GCSEs, including a GCSE 4 in English. Students must have achieved at least grade 8 in GCSE Maths AND must be studying standard A Level maths. Content of the course Through studying Further Mathematics A Level, learners will extend and deepen their knowledge of proof, algebra, functions, calculus, vectors and differential equations studied in A Level Mathematics. They will also broaden their knowledge into other areas of pure mathematics that underpin the further study of mathematicsandother numeratesubjectswithcomplex numbers, matrices, polar coordinates and hyperbolic functions. The qualification is both deeper and broader than A Level mathematics. A Level Further Mathematics builds from GCSE level and A Level mathematics. As well as building on algebra and calculus introduced in A Levelmathematics, the ALevel further mathematics core content introduces complex numbers and matrices, fundamental mathematical ideas with wide applications in mathematics, engineering, physical sciences and computing. The non-core content includes different options that can enable students to specialise in areas of mathematics that areparticularly relevant to their interests and future aspirations. A Level further mathematics prepares students for further study and employment in highly mathematical disciplines that require knowledge and understanding of sophisticated mathematical ideas and techniques. How is the course assessed? Assessment will be by way of written examination papers taken at the end of the second year of study. The total examination time will be in the region of six hours but the length of individual papers taken will vary according to the option choices made. Is this course for you and where could it take you? Further maths is for those fascinated bymathematics who wish to study further than the basic A Level. The course is designed so that, alongside the A Level Maths course, students have developed a broad understanding of all aspects of the Post-16maths curriculum – enabling them to be fully prepared for any subsequent study/application in the future. Students will be expected to carryout substantial amounts of independent study. ALevel Further Maths is seen as an essential qualification to study many mathematics degree courses at the most competitive universities. Contact Please contact Miss K Basso, bassok@westlakesmat.org.uk f or further details about this course. West Lakes Academy - Sixth Form 21
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