Further Mathematics is a challenging A Level studied alongside Mathematics, expanding your skills through advanced topics. It suits confident mathematicians and supports progression to degrees such as engineering, physics, computer science, economics and mathematics.
A Level Mathematics develops strong problem-solving and logical thinking skills through the study of pure maths, mechanics and statistics. It suits confident mathematicians and supports progression to subjects such as science, economics, psychology and computer science.
A Level Mathematics at Alton College builds on GCSE skills and introduces new topics including calculus, exponentials, series and advanced probability. You will develop data analysis skills, explore statistical models and study mechanics, covering forces, motion and vectors.
A Level Further Mathematics at Alton College allows you to study advanced mathematical concepts alongside A Level Mathematics. You will explore complex numbers, conic sections, advanced geometry and differential equations. This challenging course is ideal for strong mathematicians aiming for degrees in engineering, physics, economics or computing.
GCSE Maths at Havant Campus is designed to build your confidence and strengthen your understanding of key topics such as algebra and statistics. The course is suitable for adults aged 18+ who want to improve their grade, with Foundation and Higher options available depending on your previous results. You will study number, algebra, geometry, probability and ratio to prepare for the final exams.
Functional Skills Maths helps adult learners (18+) improve their confidence and skills in everyday mathematics. After an initial assessment, you will work from Entry Level up to Level 2 through step-by-step units. The course covers number, measurement, shape, space and data to support progression into GCSE Maths or employment.
This six-month fast-track GCSE Maths course helps adults strengthen existing skills and build confidence in areas such as algebra and statistics. It supports progression into higher education or employment through focused study of core mathematical topics.