A Level Further Mathematics extends your thinking beyond A Level Mathematics, covering and expanding on various topics. It introduces you to the ideas of complex numbers, hyperbolic functions, matrices, and critical path analyses. You also learn to employ calculus techniques across a wide range of applications, including the use of integration to calculate probabilities of continuous random variables. Greater knowledge of mathematics is much admired by universities and employers, as are the transferable skills developed in analysis, problem-solving and numeracy. What you will learn in Year 12: • Complex numbers • Matrices • Series • Algebra and functions • Proof • Vectors • Calculus • Frequency distributions • Chi-squared test • Momentum and impulse • Work, energy and power • Elastic collision What you will learn in Year 13: • Complex numbers • Hyperbolic functions • Polar coordinates • Differential equations • Improper integral • Maclaurin series • Methods of difference • Hypothesis testing • Probability generating functions • Quality tests • Elastic strings, springs and energy Assessment: A Level Further Mathematics consists of four components and you will be assessed with two pure papers and two applied papers. Each paper has equal weighting and is marked out of 75. Looking ahead: A Level Further Mathematics provides numerous opportunities for further study and employment, and can play an integral part in many careers. Those who have studied mathematics at university go into fields that include: accounting, medicine, engineering, forensic pathology, finance, business, consultancy, teaching, IT, games development, scientific research, programming, the civil service, design, construction, and astrophysics, to name just a few! Jobs in the mathematical sciences - that is, careers that studying mathematics at university prepares you for directly - tend to be very well paid, since the combination of a skills shortage and a growing need for mathematical knowledge means more employers want graduates in mathematics