At Louth Academy, we aim to develop confident mathematicians who can apply their knowledge fluently, reason mathematically and apply their understanding to a range of contexts. Our mathematics curriculum is designed to raise aspirations and broaden students' expectations by equipping them with the mathematical knowledge and skills needed for future success in education, employment and everyday life. We believe that all students can succeed in mathematics. Through high-quality teaching and carefully sequenced learning, students develop confidence, resilience and independence while learning to think logically, communicate mathematically and solve complex problems.
Our curriculum is designed to remove barriers to learning and ensure that all learners experience success and make positive progress. We use concrete, pictorial and abstract methods to help students build a deep understanding of mathematical concepts. This allows students to explore ideas practically before moving towards more formal written and abstract methods.
The mathematics curriculum at Louth Academy is based upon the National Curriculum and is carefully sequenced to build students' knowledge, understanding and confidence over time. We worked closely with colleagues at the Maths Hub to sequence our curriculum.
Students study a broad range of mathematical topics throughout their time at the Academy, including:
Parents and carers play an important role in supporting students' confidence and progress in mathematics. Encouraging regular practice, discussing mathematical ideas and promoting a positive attitude towards problem solving can all help students develop resilience and independence in their learning.
At Louth Academy, students follow the Pearson Edexcel GCSE Mathematics specification at Key Stage 4.
You can support your child by:
We encourage students to practise little and often in order to build confidence and strengthen long-term retention of key mathematical knowledge and skills.
The following websites provide useful support for revision, independent practice and developing mathematical understanding:
These resources include videos, practice questions, revision materials and exam-style questions to support students throughout their mathematics studies.