Further Mathematics (Cambridge OCR B)

We study Further Mathematics to journey deeper into the world of mathematical ideas, extending our knowledge and pushing beyond the foundations of Mathematics. Further Mathematics encourages us to engage with challenging concepts, uncover intricate patterns, discover unexpected connections, and apply sophisticated reasoning to tackle both abstract problems and real-world challenges.

"The beauty of mathematics is only shown to its patient followers."

Maryam Mirzakhani

Further Mathematics, as the natural extension of Mathematics, offers the opportunity to explore deeper and more abstract ideas, alongside a broader range of techniques. It is a subject that challenges the mind to move beyond the familiar, demanding resilience, precision, and creativity in equal measure. Students who study Further Mathematics gain not only an advanced understanding of core mathematical structures but also insight into areas such as complex numbers, matrices, differential equations, group theory, and multivariable calculus. Alongside Statistics and Mechanics, these topics provide a foundation for appreciating both the deep connections between mathematical concepts and their application in modelling and analysing real-world problems. The ideas encountered underpin modern science, engineering, technology, and economics, making Further Mathematics both highly practical and intellectually stimulating.

As an A Level, it is highly regarded by universities and for those considering degrees in Mathematics, Computer Science, Physics, Engineering, Economics or any field where analytical thinking and advanced problem-solving are essential. Above all, it offers the intellectual pleasure of engaging with profound and elegant ideas, rewarding curiosity with both challenge and satisfaction.

Please click here for further information on our Further Mathematics Curriculum.